Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-41.9524,-40.515] U = 7.5 T = 0.01 Q = 8 alpha = 0.4 max_diff = 0.001 max_steps = 40 StartLambda = -20 EndLambda = 1 dLambda = 0.1 followPeak = -1 prt = 1 MissDopSt = -100 N_ac = 50 dom_ac = 0.5 acore = 0 pcore = 0 lorentz = 1 SearchLorentz = 5 LorentzMaxRatio = 1 FirstLorentz = 0 LastLorentz = 10000 CmpDiff = -1 renorm_core = 0 renorm = 1 2 6 8 116 0 0 v 4.27917 0.720828 5 6-5.7577441 47 0 0 3.58383 x 10 1.04549 x 11 0.00580751 x 12 0.106856 x 13 0.0963835 x 14 0.0526684 x 15 0.270507 x 17 0.372814 x 18 0.198309 x 20 0.468907 x 21 0.635051 x 22 0.547763 x 23 0.673043 x 24 0.0819813 x 26 0.101648 x 27 0.00141419 x 28 0.294419 x 29 0.00809107 x 30 0.0108905 x 31 0.0498166 x 33 0.00337611 x 34 0.0929058 x 35 0.0660262 x 36 0.0325723 x 37 0.221005 x 38 0.0126361 x 40 0.252936 x 41 0.0228762 x 42 0.0649957 x 44 0.224892 x 45 0.0267571 x 46 0.0215677 x 48 0.017299 x 49 0.0218001 x 50 0.132758 x 51 5.42771e-05 x 52 0.00468026 x 53 0.0188181 x 55 0.0155817 x 56 0.291665 x 57 0.173804 x 58 2.84295 x 11 4.46231 x 12 3.11519 x 13 1.68594 x 14 0.811945 x 15 0.76591 x 16 0.0880523 x 18 10.0685 x 19 0.155167 x 20 0.613127 x 21 2.1822 x 22 3.47854 x 23 3.10614 x 24 0.459055 x 25 0.355956 x 26 1.27187 x 27 0.135556 x 28 3.2764 x 29 0.129164 x 30 0.0607555 x 31 0.520415 x 32 0.206124 x 33 0.07794 x 34 0.25894 x 35 0.0188767 x 36 0.00160878 x 37 0.0410172 x 38 0.13873 x 39 0.12449 x 40 0.203736 x 41 0.0732115 x 42 0.1104 x 43 0.157296 x 44 0.683703 x 45 0.521511 x 46 0.0458332 x 47 0.146718 x 48 0.0935289 x 49 0.00256535 x 50 0.115336 x 51 0.0226279 x 52 0.00939762 x 53 0.00338427 x 54 0.0109629 x 55 0.166716 x 56 0.54154 x 57 0.313194 x 58 1 v 3.5651 1.4349 5 8-6.0615447 49 0 0 5.23576 x 11 0.814052 x 12 0.288873 x 13 0.754716 x 14 0.536089 x 15 0.308519 x 16 0.330376 x 18 2.11669 x 19 0.503921 x 20 0.0165099 x 21 0.282101 x 22 1.3535 x 23 0.981441 x 24 0.0063675 x 25 0.356145 x 26 0.336062 x 27 0.102917 x 28 0.542148 x 29 0.0124753 x 30 0.231518 x 31 0.816783 x 32 0.112032 x 33 0.000155424 x 34 0.268978 x 35 0.112277 x 36 0.0406605 x 37 0.0472867 x 38 0.379931 x 39 0.000285056 x 40 0.0254481 x 41 0.0656019 x 42 0.132378 x 43 0.0254877 x 44 0.270073 x 45 0.381719 x 46 0.000107442 x 47 0.00799083 x 48 0.00168096 x 49 0.0196716 x 50 0.00510866 x 51 0.109271 x 52 0.00193516 x 53 7.72393e-05 x 54 0.0432855 x 55 0.209853 x 56 0.278987 x 57 1.01147 x 58 0.64834 x 10 0.244323 x 11 1.34743 x 12 4.3566 x 13 3.67414 x 14 1.68291 x 15 0.347495 x 16 1.56002 x 17 0.888722 x 18 0.981109 x 19 0.141086 x 20 1.42306 x 21 2.10624 x 22 0.150788 x 23 0.655371 x 24 2.34872 x 25 0.000289731 x 26 0.000281327 x 27 0.106404 x 28 0.440011 x 29 0.000328348 x 30 1.41638 x 31 1.9075 x 32 0.00102244 x 33 0.0215724 x 34 4.75184 x 35 0.296959 x 36 0.559023 x 37 1.02858 x 38 1.25452 x 39 0.248918 x 40 0.910875 x 41 0.0553387 x 42 0.0884162 x 43 0.23702 x 44 0.305671 x 45 0.0675448 x 46 0.352639 x 47 0.340017 x 48 0.0738992 x 49 0.104911 x 50 0.257928 x 51 0.156862 x 52 0.0130903 x 53 0.000305992 x 54 0.19721 x 55 0.0808419 x 56 1.22461 x 57 13.463 x 58 2 v 3.82213 1.17787 5 6-5.339141 47 0 0 1.21469 x 10 1.98345 x 11 0.264961 x 12 1.62215 x 13 0.431594 x 14 0.0815867 x 15 0.12331 x 17 0.132475 x 18 0.0773555 x 20 0.0310019 x 21 1.17257 x 22 0.131853 x 23 0.660754 x 24 0.0470351 x 26 0.717675 x 27 0.0327975 x 28 1.07599 x 29 0.0660729 x 30 0.0223856 x 31 0.0550494 x 33 0.257775 x 34 0.000143535 x 35 0.00259842 x 36 0.141061 x 37 0.00269893 x 38 0.000916803 x 40 0.0548798 x 41 0.154373 x 42 0.251491 x 44 0.000204655 x 45 0.478172 x 46 0.00925773 x 48 0.118731 x 49 0.00310089 x 50 0.00814071 x 51 0.00344509 x 52 0.00478614 x 53 0.000703177 x 55 0.0976483 x 56 0.221842 x 57 1.31026 x 58 0.374143 x 11 1.02287 x 12 1.29205 x 13 0.425384 x 14 2.92268 x 15 2.62965 x 16 0.783245 x 18 0.0817472 x 19 0.417292 x 20 1.87491 x 21 1.08745 x 22 0.250723 x 23 0.0840891 x 24 4.83738 x 25 0.247633 x 26 2.92284 x 27 0.676039 x 28 0.183409 x 29 2.06252 x 30 0.573341 x 31 0.00637713 x 32 3.6736 x 33 0.133478 x 34 0.202454 x 35 0.432428 x 36 0.0976457 x 37 1.84598 x 38 1.01848 x 39 0.338525 x 40 1.1322 x 41 0.106588 x 42 0.615266 x 43 0.00598804 x 44 0.0160212 x 45 0.0237217 x 46 0.726251 x 47 0.0258631 x 48 0.00429424 x 49 0.478524 x 50 0.457975 x 51 0.255895 x 52 0.000194267 x 53 0.0071631 x 54 0.28484 x 55 0.0706757 x 56 1.36287 x 57 2.8598 x 58 3 v 3.21733 1.78267 5 8-5.584147 48 0 0 1.4983 x 11 3.82482 x 12 0.112401 x 13 2.91492 x 14 0.120539 x 15 1.64046 x 16 0.0403669 x 18 0.537718 x 19 0.122888 x 20 0.0611044 x 21 0.000240505 x 22 0.0087524 x 23 0.47988 x 24 1.9563 x 25 0.0233139 x 26 0.0231459 x 27 0.000332068 x 28 0.144058 x 29 0.000262835 x 30 0.252624 x 31 0.0408756 x 32 1.43718 x 33 0.00137965 x 34 0.394867 x 35 0.00271476 x 36 0.317178 x 37 0.00808235 x 38 0.942475 x 39 0.0665933 x 40 0.0760393 x 41 0.000709467 x 42 0.173715 x 43 0.19931 x 44 0.140825 x 45 0.0398782 x 46 0.738695 x 47 0.233422 x 48 0.212606 x 49 0.00154693 x 50 0.00151216 x 51 0.00739858 x 52 0.00403556 x 53 0.0292073 x 54 0.00273572 x 55 0.00318685 x 56 0.270352 x 57 3.15202 x 58 0.107467 x 10 0.0897065 x 11 0.213611 x 12 1.50401 x 13 0.46147 x 14 2.48798 x 15 3.07 x 16 0.0161682 x 17 0.183578 x 18 0.405418 x 19 0.202433 x 20 0.740834 x 21 0.205219 x 22 0.879789 x 23 0.348426 x 24 0.687866 x 25 0.339543 x 26 0.118146 x 27 0.18703 x 28 1.40489 x 29 0.172193 x 30 0.84974 x 31 0.741529 x 32 1.64542 x 33 1.60123 x 34 0.0989542 x 35 0.00549204 x 36 0.260641 x 37 0.000376062 x 38 0.736094 x 39 2.24128 x 40 0.851161 x 41 1.41157 x 42 0.13305 x 43 1.79318 x 44 1.1749 x 45 0.02099 x 46 0.693517 x 47 0.0742164 x 48 0.272273 x 49 0.141921 x 50 0.0025465 x 51 0.281414 x 52 0.0259093 x 53 0.00947566 x 54 0.169855 x 55 1.26754 x 57 19.4081 x 58 4 v 3.37722 1.62278 5 6-4.3813141 47 0 0 0.278805 x 10 0.978343 x 11 1.34093 x 12 0.63867 x 13 0.00872101 x 14 0.849973 x 15 0.0539136 x 17 0.563962 x 18 1.05389 x 20 0.0421048 x 21 0.223489 x 22 0.541966 x 23 0.144743 x 24 0.0061012 x 26 0.203978 x 27 0.0154534 x 28 0.0294101 x 29 0.404457 x 30 0.012223 x 31 1.30235 x 33 0.834622 x 34 0.0480416 x 35 0.0424836 x 36 0.00409703 x 37 0.383679 x 38 0.106551 x 40 0.110293 x 41 0.0905133 x 42 0.0199525 x 44 0.000497857 x 45 0.717575 x 46 0.13594 x 48 0.0109353 x 49 0.455093 x 50 0.0238676 x 51 0.186394 x 52 0.0379346 x 53 0.0494223 x 55 0.000241167 x 56 0.764412 x 57 3.02054 x 58 0.0424457 x 11 0.136527 x 12 0.496778 x 13 0.177023 x 14 0.232081 x 15 3.29672 x 16 0.00244638 x 18 0.0963566 x 19 1.57809 x 20 0.261425 x 21 0.513149 x 22 0.259914 x 23 0.0226126 x 24 0.048734 x 25 0.210541 x 26 0.334195 x 27 0.020706 x 28 0.76024 x 29 0.049933 x 30 0.103959 x 31 0.70608 x 32 0.0067552 x 33 0.238601 x 34 0.208407 x 35 0.788174 x 36 0.00140483 x 37 0.262043 x 38 0.0334062 x 39 0.00101074 x 40 0.0123482 x 41 0.493735 x 42 3.0827 x 43 0.145602 x 44 0.158004 x 45 1.04159 x 46 0.0144979 x 47 0.735816 x 48 0.406997 x 49 0.603904 x 50 0.00345088 x 51 0.113651 x 52 0.000509015 x 53 0.0187639 x 54 0.129822 x 55 0.177188 x 56 2.48678 x 57 17.748 x 58 5 v 2.47947 2.52053 5 6-4.7611840 47 0 0 0.0090927 x 10 0.0266729 x 11 0.0303625 x 12 0.00148126 x 13 2.76581e-05 x 14 0.0015789 x 15 0.0152005 x 17 0.361708 x 18 0.426314 x 20 0.635083 x 21 0.00549336 x 22 0.0376162 x 23 0.523051 x 24 0.165541 x 26 0.282078 x 27 0.957939 x 28 0.219134 x 29 0.370111 x 30 0.00210452 x 31 0.280565 x 33 0.100837 x 34 0.218386 x 35 0.628274 x 36 0.925558 x 37 0.656103 x 38 0.00231975 x 41 0.975345 x 42 1.90163 x 44 0.00238641 x 45 0.535802 x 46 0.260581 x 48 0.621333 x 49 0.234462 x 50 0.839229 x 51 0.00722268 x 52 0.221758 x 53 0.00460692 x 55 1.09138 x 56 0.51394 x 57 7.03076 x 58 0.00193231 x 11 0.0175195 x 12 0.000950869 x 13 0.0113439 x 14 0.0292721 x 15 0.10855 x 16 0.00346077 x 18 0.00373221 x 19 0.37126 x 20 0.218707 x 21 0.215769 x 22 0.061449 x 23 0.0425965 x 24 0.13181 x 25 1.95116 x 26 0.386482 x 27 0.00737358 x 28 0.0645703 x 29 0.119397 x 30 0.418365 x 31 0.0766313 x 32 0.0196057 x 33 0.0124884 x 34 0.528509 x 35 0.0312413 x 36 0.583284 x 37 0.665285 x 38 0.053845 x 39 0.0629717 x 40 1.32089 x 41 0.113077 x 42 0.146469 x 43 0.114612 x 44 0.414102 x 45 0.124704 x 46 0.0039042 x 47 1.22528 x 48 0.12234 x 49 0.270508 x 50 1.545 x 51 0.376268 x 52 0.0645523 x 53 0.0273282 x 54 1.09851 x 55 0.0961897 x 56 1.40017 x 57 18.2132 x 58 6 v 2.65432 2.34568 5 8-4.3003547 49 0 0 0.0799258 x 11 0.438099 x 12 1.23109 x 13 2.22061 x 14 2.01563 x 15 0.601938 x 16 0.00997236 x 18 0.00596077 x 19 0.748419 x 20 0.0154484 x 21 0.00917357 x 22 0.487471 x 23 0.179125 x 24 0.132532 x 25 1.68562 x 26 1.25588 x 27 0.121714 x 28 0.202903 x 29 0.087258 x 30 0.00576075 x 31 1.03424 x 32 0.566366 x 33 0.176041 x 34 0.153873 x 35 0.0159587 x 36 0.0338202 x 37 0.0413298 x 38 0.00154475 x 39 0.33971 x 40 0.371579 x 41 0.0359453 x 42 1.02014 x 43 0.0338784 x 44 0.00294318 x 45 0.00490881 x 46 0.146644 x 47 0.0483539 x 48 0.370545 x 49 0.0192783 x 50 0.0258199 x 51 0.0783256 x 52 0.0173369 x 53 0.0401888 x 54 0.0493674 x 55 0.000152514 x 56 0.697021 x 57 9.90543 x 58 0.0086869 x 10 0.0164858 x 11 0.00430016 x 12 0.0119691 x 13 0.315344 x 14 1.12767 x 15 1.13081 x 16 4.86134e-05 x 17 0.00577118 x 18 0.0897159 x 19 0.00561558 x 20 0.0469682 x 21 0.106062 x 22 0.0874388 x 23 0.269884 x 24 0.0845148 x 25 0.64639 x 26 0.345971 x 27 0.0181184 x 28 0.433266 x 29 0.416061 x 30 0.418526 x 31 0.073861 x 32 0.282482 x 33 0.338495 x 34 0.205215 x 35 0.0683647 x 36 0.0157295 x 37 0.0149216 x 38 0.00219423 x 39 0.179639 x 40 0.0795195 x 41 0.143055 x 42 0.00133079 x 43 0.537859 x 44 0.447381 x 45 1.12803 x 46 0.000479311 x 47 0.153097 x 48 0.389723 x 49 0.024641 x 50 0.303116 x 51 0.313091 x 52 0.134449 x 53 0.0351212 x 54 0.364303 x 55 0.019342 x 56 1.78861 x 57 32.6007 x 58 7 v 2.77399 2.22601 5 6-4.0938941 47 0 0 0.106284 x 10 0.400372 x 11 0.504186 x 12 0.288539 x 13 0.000189794 x 14 0.326047 x 15 0.382221 x 17 1.12736 x 18 0.891503 x 20 0.00100721 x 21 0.0379481 x 22 0.52224 x 23 0.0546513 x 24 0.0346228 x 26 0.582346 x 27 0.374468 x 28 1.20892 x 29 0.944281 x 30 0.00292775 x 31 0.104955 x 33 1.18281 x 34 0.92631 x 35 0.122112 x 36 0.195639 x 37 0.163357 x 38 0.0378837 x 40 0.0186766 x 41 0.00359672 x 42 0.0499225 x 44 0.138943 x 45 0.00885858 x 46 0.334491 x 48 0.00569762 x 49 0.235699 x 50 0.117456 x 51 0.241834 x 52 0.0248467 x 53 0.00661576 x 55 0.0305343 x 56 1.07601 x 57 6.53961 x 58 0.0354701 x 11 0.125678 x 12 0.148573 x 13 0.0970773 x 14 0.0693893 x 15 1.48377 x 16 0.00251168 x 18 0.329366 x 19 0.155683 x 20 0.0391117 x 21 0.0600127 x 22 0.00502441 x 23 0.11794 x 24 0.846539 x 25 0.0675289 x 26 0.0442765 x 27 0.0192031 x 28 0.0221332 x 29 0.0658696 x 30 0.255805 x 31 0.589608 x 32 0.643239 x 33 0.237335 x 34 0.0295592 x 35 0.463823 x 36 0.771122 x 37 0.539587 x 38 0.000719763 x 39 0.397736 x 40 0.00178294 x 41 0.0977978 x 42 0.340997 x 43 0.107336 x 44 0.000236601 x 45 6.4626e-05 x 46 0.342109 x 47 0.430548 x 48 0.00191535 x 49 0.239656 x 50 0.322846 x 51 0.084053 x 52 0.0751882 x 53 0.0150435 x 54 0.0535949 x 55 0.00627153 x 56 2.39991 x 57 22.4608 x 58 8 v 1.84233 3.15767 5 6-4.0279241 47 0 0 0.0109499 x 10 0.0342791 x 11 0.0566541 x 12 0.0424129 x 13 0.00146189 x 14 0.031137 x 15 0.0511996 x 17 0.255325 x 18 0.506237 x 20 0.07347 x 21 0.226599 x 22 0.168821 x 23 0.399613 x 24 0.220734 x 26 0.176682 x 27 0.435673 x 28 0.343465 x 29 1.65191 x 30 0.056768 x 31 0.0993144 x 33 0.302842 x 34 0.014713 x 35 0.246586 x 36 1.1731 x 37 0.53762 x 38 1.38022 x 40 0.262519 x 41 0.060078 x 42 0.163079 x 44 0.0266368 x 45 0.257281 x 46 0.257489 x 48 0.00140878 x 49 0.106749 x 50 0.0553346 x 51 0.0726798 x 52 0.0011789 x 53 0.322845 x 55 0.0055649 x 56 2.00433 x 57 12.851 x 58 0.00464828 x 11 0.0121063 x 12 0.0286263 x 13 0.0205617 x 14 0.00417777 x 15 0.184866 x 16 0.00223508 x 18 0.030725 x 19 0.0194576 x 20 0.0613682 x 21 0.0245148 x 22 0.0959688 x 23 0.00406619 x 24 0.201472 x 25 0.148971 x 26 0.00219226 x 27 0.0105804 x 28 0.044817 x 29 0.0510652 x 30 0.18369 x 31 0.246037 x 32 0.0316217 x 33 0.000125257 x 34 0.000759356 x 35 0.0018887 x 36 0.596222 x 37 0.0701783 x 38 0.000590028 x 39 0.00067171 x 40 0.196268 x 41 0.0597118 x 42 0.847555 x 43 0.000176521 x 44 0.000393293 x 45 0.0199441 x 46 0.0917726 x 47 0.0603958 x 48 0.0200278 x 49 0.208781 x 50 0.465781 x 51 0.0495436 x 52 0.037778 x 53 0.017403 x 54 0.326331 x 55 0.00235107 x 56 0.6377 x 57 23.9278 x 58 9 v 2.1128 2.8872 5 1942-2.7014849 49 0 0 0.0114729 x 10 2.02094 x 11 12.2785 x 12 20.8265 x 13 24.1879 x 14 32.5934 x 15 43.2055 x 16 3.23396 x 17 7.75155 x 18 53.5007 x 19 12.2599 x 20 19.838 x 21 25.9961 x 22 38.3791 x 23 30.3213 x 24 41.9293 x 25 20.9584 x 26 30.5038 x 27 16.7181 x 28 39.4498 x 29 19.9362 x 30 30.312 x 31 41.5893 x 32 32.9429 x 33 27.0148 x 34 36.106 x 35 8.71313 x 36 23.4184 x 37 14.8644 x 38 42.2904 x 39 30.4091 x 40 22.2648 x 41 15.918 x 42 36.1079 x 43 20.8817 x 44 28.6978 x 45 32.6374 x 46 43.4609 x 47 32.0947 x 48 27.5999 x 49 16.6959 x 50 25.0441 x 51 21.7454 x 52 9.75003 x 53 6.05003 x 54 15.844 x 55 33.3849 x 56 199.581 x 57 6177.59 x 58 0.0203546 x 10 1.04414 x 11 3.0987 x 12 5.88533 x 13 16.5139 x 14 20.0219 x 15 19.2245 x 16 0.29343 x 17 5.09388 x 18 9.75127 x 19 10.1648 x 20 3.53754 x 21 6.91017 x 22 18.5505 x 23 14.9306 x 24 24.3286 x 25 14.452 x 26 14.3898 x 27 10.0579 x 28 15.8593 x 29 15.452 x 30 18.8097 x 31 29.6501 x 32 22.5391 x 33 21.4636 x 34 21.4904 x 35 5.9405 x 36 24.8308 x 37 8.60627 x 38 31.1464 x 39 30.0502 x 40 13.8514 x 41 10.1187 x 42 35.1992 x 43 15.3091 x 44 21.2939 x 45 27.9631 x 46 31.3823 x 47 29.4039 x 48 23.6545 x 49 16.1311 x 50 24.2723 x 51 23.8943 x 52 13.5703 x 53 5.74647 x 54 17.022 x 55 30.541 x 56 213.189 x 57 8932.36 x 58 10 v 5.21513 0.784871 6 1-7.83512 7 12 7 4 0.426872 x 61 0.112031 x 71 0.16542 x 72 0.00081487 x 83 0.0523929 x 89 0.00996152 x 95 0.017369 x 96 1.35447 x 59 3.79809 x 60 0.804936 x 62 0.503896 x 69 0.338617 x 70 0.239356 x 79 0.025764 x 81 0.0664582 x 86 0.0240466 x 91 0.0125677 x 92 0.0251051 x 95 0.021801 x 96 3.58383 x 0 1.21469 x 2 0.278805 x 4 0.0090927 x 5 0.106284 x 7 0.0109499 x 8 0.0114729 x 9 0.64834 x 1 0.107467 x 3 0.0086869 x 6 0.0203546 x 9 11 v 4.43454 1.56546 6 3-8.3274617 23 10 10 0.364135 x 59 1.77462 x 60 0.577248 x 61 0.0284027 x 62 0.510902 x 69 0.295311 x 70 0.000522715 x 71 0.0476112 x 72 0.353034 x 79 0.00827008 x 81 0.022299 x 83 0.0046392 x 86 0.0184959 x 89 0.012895 x 91 0.0630064 x 92 0.018114 x 95 0.596745 x 96 3.50879 x 59 0.0364992 x 60 2.10807 x 61 4.48303 x 62 3.89405 x 63 0.373828 x 68 0.0245815 x 69 0.00026749 x 70 1.14495 x 71 1.37288 x 72 0.997446 x 74 0.0862405 x 77 0.037021 x 79 0.0924774 x 81 0.00314122 x 83 0.128395 x 86 0.0675346 x 88 0.421514 x 89 0.00892708 x 90 0.0129629 x 91 0.0206697 x 92 0.106368 x 95 0.373778 x 96 1.04549 x 0 5.23576 x 1 1.98345 x 2 1.4983 x 3 0.978343 x 4 0.0266729 x 5 0.0799258 x 6 0.400372 x 7 0.0342791 x 8 2.02094 x 9 2.84295 x 0 0.244323 x 1 0.374143 x 2 0.0897065 x 3 0.0424457 x 4 0.00193231 x 5 0.0164858 x 6 0.0354701 x 7 0.00464828 x 8 1.04414 x 9 12 v 3.91173 2.08827 6 5-8.5653223 27 10 10 1.46885 x 59 1.17221 x 60 0.0771124 x 61 0.882378 x 62 2.15561 x 63 0.82124 x 68 0.375411 x 69 0.00107482 x 70 0.299655 x 71 0.145482 x 72 1.35947 x 74 0.062272 x 77 0.00507888 x 79 0.190373 x 81 0.042638 x 83 0.0576899 x 86 0.0767585 x 88 0.00193944 x 89 0.0642798 x 90 0.00456182 x 91 0.0156524 x 92 0.0887807 x 95 1.07251 x 96 4.65286 x 59 0.0862007 x 60 1.24145 x 61 1.63863 x 62 3.19246 x 63 3.2661 x 65 1.84039 x 68 0.795157 x 69 2.04952 x 70 0.00277217 x 71 1.55814 x 72 1.20579 x 73 0.00393907 x 74 0.0317925 x 77 0.360137 x 78 0.810328 x 79 0.0187017 x 81 0.182658 x 83 0.00026482 x 86 0.0825401 x 88 0.630534 x 89 0.0178204 x 90 0.000413131 x 91 0.138392 x 92 0.0257316 x 93 0.231503 x 95 5.49386 x 96 0.00580751 x 0 0.814052 x 1 0.264961 x 2 3.82482 x 3 1.34093 x 4 0.0303625 x 5 0.438099 x 6 0.504186 x 7 0.0566541 x 8 12.2785 x 9 4.46231 x 0 1.34743 x 1 1.02287 x 2 0.213611 x 3 0.136527 x 4 0.0175195 x 5 0.00430016 x 6 0.125678 x 7 0.0121063 x 8 3.0987 x 9 13 v 3.5942 2.4058 6 7-8.6319427 31 10 10 3.31768 x 59 0.977611 x 60 0.0171288 x 61 0.131491 x 62 0.00760036 x 63 2.56578 x 65 3.01963 x 68 0.00535114 x 69 0.545133 x 70 0.302648 x 71 0.071341 x 72 2.47504 x 73 0.417583 x 74 0.081617 x 77 0.544818 x 78 0.251323 x 79 0.0037727 x 81 0.00784497 x 83 0.00239011 x 86 0.0722974 x 88 3.71454e-05 x 89 0.0455506 x 90 0.0395399 x 91 0.000177219 x 92 0.0722094 x 93 0.140878 x 95 1.72356 x 96 4.79517 x 59 1.36632 x 60 0.0808703 x 61 0.00629008 x 62 0.738144 x 63 5.16634 x 65 3.34828 x 66 2.06262 x 68 0.605602 x 69 1.09758 x 70 0.730429 x 71 0.106192 x 72 0.427452 x 73 2.7135 x 74 0.191682 x 76 0.617896 x 77 0.0995975 x 78 0.208684 x 79 0.983023 x 80 1.46854 x 81 0.0865654 x 82 0.860355 x 83 0.454406 x 86 0.119141 x 88 0.276805 x 89 0.13089 x 90 0.0587962 x 91 0.665256 x 92 0.000905531 x 93 0.6337 x 95 9.05751 x 96 0.106856 x 0 0.288873 x 1 1.62215 x 2 0.112401 x 3 0.63867 x 4 0.00148126 x 5 1.23109 x 6 0.288539 x 7 0.0424129 x 8 20.8265 x 9 3.11519 x 0 4.3566 x 1 1.29205 x 2 1.50401 x 3 0.496778 x 4 0.000950869 x 5 0.0119691 x 6 0.148573 x 7 0.0286263 x 8 5.88533 x 9 14 v 3.4019 2.5981 6 9-8.6063331 35 10 10 5.75159 x 59 0.421258 x 60 0.0726016 x 61 0.121989 x 62 0.390319 x 63 0.166486 x 65 4.22525 x 66 0.982609 x 68 0.427698 x 69 0.0672932 x 70 0.0300985 x 71 0.0893834 x 72 4.04906 x 73 0.354502 x 74 0.649485 x 76 0.501998 x 77 0.0182993 x 78 0.0067453 x 79 2.49676 x 80 0.315489 x 81 0.161295 x 82 0.0355307 x 83 0.095152 x 86 0.139803 x 88 0.00279343 x 89 0.000150779 x 90 0.0141228 x 91 0.0141183 x 92 0.00917634 x 93 0.505818 x 95 1.26533 x 96 4.25643 x 59 1.00382 x 60 0.288542 x 61 0.512115 x 62 0.983294 x 63 1.35063 x 65 6.3841 x 66 3.29093 x 67 0.811202 x 68 0.0464294 x 69 0.392722 x 70 0.559265 x 71 0.884617 x 72 4.56217 x 73 0.000209546 x 74 0.41758 x 76 1.81613 x 77 0.635991 x 78 1.13837 x 79 0.0096472 x 80 0.845646 x 81 0.0647424 x 82 0.234375 x 83 0.0645267 x 84 0.311761 x 85 0.511141 x 86 0.853593 x 88 0.354172 x 89 0.00106162 x 90 1.0777 x 91 0.859702 x 92 0.119468 x 93 0.112844 x 94 0.768546 x 95 13.0926 x 96 0.0963835 x 0 0.754716 x 1 0.431594 x 2 2.91492 x 3 0.00872101 x 4 2.76581e-05 x 5 2.22061 x 6 0.000189794 x 7 0.00146189 x 8 24.1879 x 9 1.68594 x 0 3.67414 x 1 0.425384 x 2 0.46147 x 3 0.177023 x 4 0.0113439 x 5 0.315344 x 6 0.0970773 x 7 0.0205617 x 8 16.5139 x 9 15 v 3.32811 2.67189 6 11-8.4985733 37 10 10 8.60637 x 59 0.246079 x 60 0.00960894 x 61 0.0264991 x 62 0.0514938 x 63 0.19523 x 65 0.181492 x 66 7.20641 x 67 0.420906 x 68 0.649503 x 69 0.00140513 x 70 0.130249 x 71 0.00224693 x 72 0.574947 x 73 0.611895 x 74 3.1956 x 76 0.00786388 x 77 0.500787 x 78 0.134858 x 79 1.61004 x 80 0.0046641 x 82 0.242569 x 84 1.39822 x 85 0.00167575 x 86 0.0589186 x 88 0.0022982 x 89 0.00931816 x 90 0.073226 x 91 0.0227324 x 92 0.0350618 x 93 0.593834 x 94 0.22624 x 95 2.3576 x 96 3.1875 x 59 0.754138 x 60 1.36916 x 61 0.0767934 x 62 0.109508 x 63 2.21277 x 64 0.698584 x 65 1.05525 x 66 8.65274 x 67 1.71316 x 68 1.1733 x 69 0.00573051 x 70 0.0114649 x 71 0.261459 x 72 1.53068 x 73 1.82803 x 74 0.00569829 x 75 2.34549 x 76 0.0538829 x 77 0.123428 x 78 0.328995 x 79 4.45709 x 80 0.970535 x 81 0.352276 x 82 0.0897059 x 83 0.00891049 x 84 0.0138466 x 85 9.15418e-05 x 87 0.00271646 x 88 0.681568 x 89 0.0116134 x 90 2.82559 x 91 0.496886 x 92 0.10694 x 93 0.00245253 x 94 2.22909 x 95 18.8608 x 96 0.0526684 x 0 0.536089 x 1 0.0815867 x 2 0.120539 x 3 0.849973 x 4 0.0015789 x 5 2.01563 x 6 0.326047 x 7 0.031137 x 8 32.5934 x 9 0.811945 x 0 1.68291 x 1 2.92268 x 2 2.48798 x 3 0.232081 x 4 0.0292721 x 5 1.12767 x 6 0.0693893 x 7 0.00417777 x 8 20.0219 x 9 16 v 3.51976 2.48024 6 13-8.1837933 38 4 10 11.3054 x 59 0.899493 x 60 0.0151722 x 62 0.00129878 x 63 9.26245 x 64 0.00372918 x 65 0.14963 x 66 0.114434 x 67 0.00986258 x 68 0.0677556 x 69 0.0173067 x 70 0.0586319 x 73 0.149196 x 74 0.091784 x 75 1.05736 x 76 0.0531347 x 77 0.524685 x 78 0.0366525 x 79 0.0232038 x 80 0.0619582 x 81 0.555663 x 82 0.726011 x 84 2.7811 x 85 0.00187226 x 86 0.000633452 x 87 0.0784015 x 88 0.0456398 x 90 0.0537911 x 91 0.00184161 x 92 0.000314836 x 93 1.08619 x 94 1.34803 x 95 1.65939 x 96 1.67393 x 59 0.162769 x 60 1.58442 x 61 0.0681612 x 62 0.549083 x 63 13.4718 x 64 0.118215 x 65 1.04049 x 66 0.123537 x 67 0.903255 x 68 3.17043 x 69 0.0922215 x 70 2.04991 x 71 0.852995 x 72 0.253171 x 73 2.20242 x 74 0.0507317 x 75 5.29892 x 76 0.656849 x 77 4.66366 x 78 0.79283 x 79 0.419589 x 80 1.82496 x 81 1.65669 x 82 0.0712017 x 83 2.35241 x 84 6.3218 x 85 0.00955598 x 86 0.00356376 x 87 0.807041 x 88 0.272856 x 89 0.192805 x 90 0.835723 x 91 0.185436 x 92 0.000274831 x 93 1.68138 x 94 4.6087 x 95 10.7317 x 96 0.308519 x 1 1.64046 x 3 0.601938 x 6 43.2055 x 9 0.76591 x 0 0.347495 x 1 2.62965 x 2 3.07 x 3 3.29672 x 4 0.10855 x 5 1.13081 x 6 1.48377 x 7 0.184866 x 8 19.2245 x 9 17 v 4.13032 1.86968 6 1-7.51754 7 12 7 4 1.02129 x 61 0.34073 x 71 0.0118519 x 72 0.0467425 x 83 0.206567 x 89 0.038058 x 95 0.204439 x 96 0.164725 x 59 1.59062 x 60 0.375386 x 62 0.283668 x 69 1.08943 x 70 1.3836 x 79 0.05134 x 81 0.150711 x 86 0.00939222 x 91 0.783454 x 92 0.00979722 x 95 0.238192 x 96 0.270507 x 0 0.12331 x 2 0.0539136 x 4 0.0152005 x 5 0.382221 x 7 0.0511996 x 8 3.23396 x 9 1.56002 x 1 0.0161682 x 3 4.86134e-05 x 6 0.29343 x 9 18 v 3.64866 2.35134 6 3-7.4737317 23 10 10 0.0141338 x 59 0.271804 x 60 1.7891 x 61 0.168828 x 62 0.830879 x 69 0.299678 x 70 0.124109 x 71 0.19123 x 72 1.00525 x 79 0.0528916 x 81 0.0160712 x 83 0.0347121 x 86 0.0143117 x 89 0.070504 x 91 0.448345 x 92 0.0707811 x 95 1.65132 x 96 0.176852 x 59 1.34679 x 60 0.609716 x 61 0.622094 x 62 0.0556828 x 63 1.41486 x 68 0.0227694 x 69 2.0817 x 70 0.0288687 x 71 0.61319 x 72 0.0834964 x 74 1.23412 x 77 0.513005 x 79 0.21946 x 81 0.151146 x 83 1.48298 x 86 0.43937 x 88 0.774984 x 89 0.477063 x 90 0.200599 x 91 0.00632735 x 92 0.670223 x 95 3.72054 x 96 0.372814 x 0 0.330376 x 1 0.132475 x 2 0.0403669 x 3 0.563962 x 4 0.361708 x 5 0.00997236 x 6 1.12736 x 7 0.255325 x 8 7.75155 x 9 0.0880523 x 0 0.888722 x 1 0.783245 x 2 0.183578 x 3 0.00244638 x 4 0.00346077 x 5 0.00577118 x 6 0.00251168 x 7 0.00223508 x 8 5.09388 x 9 19 v 4.3201 1.6799 6 13-6.5782233 37 4 10 0.402319 x 59 6.88871 x 60 2.52218 x 62 0.00895787 x 63 1.8621 x 64 0.203014 x 65 0.16302 x 66 0.0053678 x 67 0.0398393 x 68 0.15696 x 69 1.20229 x 70 0.0035169 x 73 0.197132 x 74 0.0183413 x 75 0.52588 x 76 0.0338654 x 77 0.464506 x 78 0.0464442 x 79 0.25698 x 80 0.0168405 x 81 0.164103 x 82 1.27428 x 84 0.227695 x 85 0.487635 x 86 0.125714 x 87 0.00498582 x 88 0.144738 x 90 0.00620311 x 91 6.8666e-05 x 92 1.92228e-05 x 93 0.0130927 x 94 0.763203 x 95 3.60803 x 96 0.0814104 x 59 0.0235841 x 60 0.137 x 61 4.54872 x 62 3.87966 x 63 2.12002 x 64 3.7961 x 65 2.57764 x 66 2.48305 x 67 1.27391 x 68 0.907171 x 70 1.07496 x 71 1.77144 x 72 0.0388065 x 73 0.300522 x 74 20.5401 x 75 1.27012 x 76 0.0542401 x 77 1.63136 x 78 0.613536 x 79 3.71012 x 80 0.25462 x 81 2.50245 x 82 0.318378 x 83 2.55517 x 84 0.0571262 x 85 0.554364 x 86 0.0948276 x 87 0.389275 x 88 0.462747 x 89 0.571577 x 90 0.495883 x 91 0.0273236 x 92 0.264899 x 93 1.19804 x 94 2.49154 x 95 17.0888 x 96 2.11669 x 1 0.537718 x 3 0.00596077 x 6 53.5007 x 9 10.0685 x 0 0.981109 x 1 0.0817472 x 2 0.405418 x 3 0.0963566 x 4 0.00373221 x 5 0.0897159 x 6 0.329366 x 7 0.030725 x 8 9.75127 x 9 20 v 3.35778 2.64222 6 5-7.2655223 27 10 10 0.023367 x 59 0.0329597 x 60 1.82914 x 61 0.00354491 x 62 1.07045 x 63 0.0948896 x 68 1.29029 x 69 0.031618 x 70 0.0264394 x 71 0.0119612 x 72 0.388432 x 74 1.58952 x 77 0.0214913 x 79 0.506304 x 81 0.10096 x 83 0.210428 x 86 0.247994 x 88 0.06305 x 89 0.29274 x 90 0.0519786 x 91 0.0444321 x 92 0.10021 x 95 5.17865 x 96 0.0768676 x 59 0.504996 x 60 1.0421 x 61 0.290807 x 62 0.109575 x 63 0.122504 x 65 1.68532 x 68 0.00607944 x 69 0.523561 x 70 0.144785 x 71 0.443511 x 72 0.535768 x 73 0.35393 x 74 2.39415 x 77 0.414853 x 78 0.00262171 x 79 0.581107 x 81 0.0518966 x 83 1.81215 x 86 0.140522 x 88 0.0383984 x 89 1.76505 x 90 0.904022 x 91 0.72209 x 92 0.365948 x 93 1.23477 x 95 10.5212 x 96 0.198309 x 0 0.503921 x 1 0.0773555 x 2 0.122888 x 3 1.05389 x 4 0.426314 x 5 0.748419 x 6 0.891503 x 7 0.506237 x 8 12.2599 x 9 0.155167 x 0 0.141086 x 1 0.417292 x 2 0.202433 x 3 1.57809 x 4 0.37126 x 5 0.00561558 x 6 0.155683 x 7 0.0194576 x 8 10.1648 x 9 21 v 4.23654 1.76346 6 5-6.2890123 27 10 10 0.000195586 x 59 1.7483 x 60 0.22484 x 61 2.41933 x 62 0.114504 x 63 0.111817 x 68 0.143591 x 69 0.273407 x 70 0.00293736 x 71 1.26261 x 72 0.0428076 x 74 0.0419413 x 77 0.033735 x 79 0.0146721 x 81 0.0248784 x 83 0.00457779 x 86 0.0054794 x 88 0.00443425 x 89 2.96504e-05 x 90 0.00201242 x 91 0.0614211 x 92 0.329705 x 95 1.94988 x 96 0.00143062 x 59 0.218027 x 60 0.395159 x 61 0.157868 x 62 1.12289 x 63 0.016647 x 65 0.329366 x 68 2.84699 x 69 0.0453128 x 70 2.04742 x 71 0.266461 x 72 0.4626 x 73 0.0252515 x 74 0.462153 x 77 1.32016 x 78 0.468215 x 79 0.227137 x 81 0.00104362 x 83 1.0078 x 86 0.00205106 x 88 0.114193 x 89 0.0532458 x 90 0.306302 x 91 1.1832 x 92 0.204859 x 93 2.8308 x 95 15.0659 x 96 0.468907 x 0 0.0165099 x 1 0.0310019 x 2 0.0611044 x 3 0.0421048 x 4 0.635083 x 5 0.0154484 x 6 0.00100721 x 7 0.07347 x 8 19.838 x 9 0.613127 x 0 1.42306 x 1 1.87491 x 2 0.740834 x 3 0.261425 x 4 0.218707 x 5 0.0469682 x 6 0.0391117 x 7 0.0613682 x 8 3.53754 x 9 22 v 4.08412 1.91588 6 7-6.3479827 31 10 10 0.000283401 x 59 2.42395 x 60 0.784832 x 61 0.449889 x 62 1.38805 x 63 0.177433 x 65 0.92365 x 68 0.177887 x 69 1.3006 x 70 0.0194134 x 71 0.381864 x 72 0.0872845 x 73 0.106003 x 74 0.120088 x 77 0.114543 x 78 0.000147274 x 79 0.572516 x 81 0.00372053 x 83 0.163686 x 86 0.0100013 x 88 0.317055 x 89 0.000310706 x 90 0.00123039 x 91 0.169781 x 92 0.0414426 x 93 0.197184 x 95 3.47799 x 96 0.00767176 x 59 0.288413 x 60 1.16348 x 61 0.466294 x 62 0.956582 x 63 1.41841 x 65 0.0137592 x 66 0.277297 x 68 1.17762 x 69 0.365923 x 70 0.289438 x 71 0.156337 x 72 0.442019 x 73 2.63219 x 74 1.5169 x 76 0.744303 x 77 0.46651 x 78 0.206648 x 79 0.680482 x 80 1.53568 x 81 3.16823 x 82 0.0379518 x 83 0.293798 x 86 0.222311 x 88 0.164157 x 89 0.634372 x 90 0.0155682 x 91 0.0289819 x 92 0.000261758 x 93 1.092 x 95 22.1248 x 96 0.635051 x 0 0.282101 x 1 1.17257 x 2 0.000240505 x 3 0.223489 x 4 0.00549336 x 5 0.00917357 x 6 0.0379481 x 7 0.226599 x 8 25.9961 x 9 2.1822 x 0 2.10624 x 1 1.08745 x 2 0.205219 x 3 0.513149 x 4 0.215769 x 5 0.106062 x 6 0.0600127 x 7 0.0245148 x 8 6.91017 x 9 23 v 3.83449 2.16551 6 11-6.5618933 38 10 10 0.075669 x 59 3.95828 x 60 3.76161 x 61 0.319728 x 63 0.478637 x 65 1.17845 x 66 0.830383 x 67 0.114903 x 68 0.0388248 x 69 0.13202 x 70 0.70166 x 71 0.182749 x 72 0.092043 x 73 0.0749264 x 74 0.0453219 x 76 0.867084 x 77 0.670066 x 78 0.287678 x 79 1.61726 x 80 0.334241 x 81 0.22473 x 82 0.0010667 x 83 0.719159 x 84 0.195748 x 85 0.13926 x 86 0.0112241 x 88 0.00775365 x 89 0.12731 x 90 0.0143476 x 91 0.139462 x 93 0.388099 x 94 0.85143 x 95 5.239 x 96 0.0501782 x 59 0.226064 x 60 1.12122 x 61 0.774692 x 62 0.729316 x 63 0.136179 x 64 1.12675 x 65 2.29128 x 66 4.6293 x 67 0.00773907 x 68 0.000971733 x 69 0.635763 x 70 0.190955 x 71 0.143982 x 72 0.165428 x 73 0.0770479 x 74 3.93851 x 75 0.490073 x 76 0.175292 x 77 0.00338365 x 78 0.0854467 x 79 3.05428 x 80 1.26469 x 81 0.00522071 x 82 0.289036 x 83 6.12173 x 84 0.717423 x 85 0.766848 x 86 0.0815868 x 87 1.41707e-05 x 88 0.0719298 x 89 2.42154 x 90 0.161054 x 91 0.159181 x 92 0.00455557 x 93 0.245414 x 94 2.88849 x 95 28.9261 x 96 0.547763 x 0 1.3535 x 1 0.131853 x 2 0.0087524 x 3 0.541966 x 4 0.0376162 x 5 0.487471 x 6 0.52224 x 7 0.168821 x 8 38.3791 x 9 3.47854 x 0 0.150788 x 1 0.250723 x 2 0.879789 x 3 0.259914 x 4 0.061449 x 5 0.0874388 x 6 0.00502441 x 7 0.0959688 x 8 18.5505 x 9 24 v 3.8242 2.1758 6 9-6.5122931 34 10 10 0.009382 x 59 3.20181 x 60 1.776 x 61 0.116728 x 62 0.698551 x 63 1.43588 x 65 0.235804 x 66 0.171768 x 68 0.170189 x 69 0.528022 x 70 0.0471574 x 71 0.00877965 x 72 0.818082 x 73 0.0367137 x 74 0.0390295 x 76 1.57455 x 77 0.20445 x 78 0.0177455 x 79 0.39119 x 80 0.111251 x 81 0.128477 x 82 0.0176495 x 83 0.545675 x 86 0.0265688 x 88 0.0386043 x 89 0.672825 x 90 0.00323068 x 91 7.28689e-05 x 92 0.00837905 x 93 0.403713 x 95 6.14351 x 96 0.020876 x 59 0.32111 x 60 1.37929 x 61 0.710715 x 62 0.738922 x 63 1.43142 x 65 2.66963 x 66 0.0387857 x 67 0.0361704 x 68 0.18389 x 69 0.553707 x 70 0.650684 x 72 0.880702 x 73 1.09047 x 74 0.867634 x 76 3.90477e-05 x 77 2.5101 x 78 0.0529987 x 79 0.202203 x 80 0.0550976 x 81 4.09844 x 82 0.00116037 x 83 4.5598 x 84 0.0795187 x 85 0.451123 x 86 0.0745193 x 88 0.972016 x 89 0.306732 x 90 0.0547605 x 91 0.0133305 x 92 0.213231 x 93 0.810972 x 94 2.48009 x 95 23.9071 x 96 0.673043 x 0 0.981441 x 1 0.660754 x 2 0.47988 x 3 0.144743 x 4 0.523051 x 5 0.179125 x 6 0.0546513 x 7 0.399613 x 8 30.3213 x 9 3.10614 x 0 0.655371 x 1 0.0840891 x 2 0.348426 x 3 0.0226126 x 4 0.0425965 x 5 0.269884 x 6 0.11794 x 7 0.00406619 x 8 14.9306 x 9 25 v 3.38652 2.61348 6 13-6.9378333 38 4 10 0.284931 x 59 3.39701 x 60 5.44678 x 62 0.000548991 x 63 1.92481 x 64 0.839512 x 65 0.979735 x 66 0.402263 x 67 0.172603 x 68 0.331988 x 69 0.0146381 x 70 0.134324 x 73 0.326496 x 74 4.01567 x 75 0.160338 x 76 0.0108465 x 77 0.505932 x 78 0.00234593 x 79 1.3234 x 80 0.113485 x 81 0.892039 x 82 0.0245241 x 84 0.650892 x 85 0.915362 x 86 0.12105 x 87 0.128309 x 88 0.19947 x 90 0.0257871 x 91 0.133197 x 92 0.094498 x 93 0.619418 x 94 1.41052 x 95 8.3719 x 96 0.0649326 x 59 0.590743 x 60 0.305036 x 61 0.240181 x 62 0.730412 x 63 4.01614 x 64 0.235484 x 65 0.0672216 x 66 1.74793 x 67 0.555858 x 68 0.044948 x 69 3.84644 x 70 0.506922 x 71 0.00745825 x 72 0.403941 x 73 0.013886 x 74 0.399991 x 75 0.358253 x 76 3.69785 x 77 0.991739 x 78 0.572841 x 79 0.401234 x 80 0.00649719 x 81 1.61 x 82 0.074889 x 83 1.67746 x 84 2.41325 x 85 0.140049 x 86 5.09203 x 87 0.067052 x 88 1.09376 x 89 0.0583296 x 90 0.0402409 x 91 0.848693 x 92 0.314397 x 93 0.0461427 x 94 7.97947 x 95 28.7623 x 96 0.0063675 x 1 1.9563 x 3 0.132532 x 6 41.9293 x 9 0.459055 x 0 2.34872 x 1 4.83738 x 2 0.687866 x 3 0.048734 x 4 0.13181 x 5 0.0845148 x 6 0.846539 x 7 0.201472 x 8 24.3286 x 9 26 v 3.36852 2.63148 6 7-6.8192926 31 10 10 0.0193974 x 59 0.168619 x 60 0.632001 x 61 0.0143135 x 62 0.50978 x 63 1.62426 x 65 0.387743 x 68 1.65153 x 69 0.194166 x 71 0.0226892 x 72 0.12103 x 73 0.973784 x 74 0.319276 x 77 0.767971 x 78 0.0630755 x 79 0.0008572 x 81 0.003504 x 83 0.0148995 x 86 0.00179697 x 88 0.043455 x 89 0.337606 x 90 0.235019 x 91 0.118327 x 92 0.287096 x 93 0.224298 x 95 9.68348 x 96 0.021072 x 59 0.00398738 x 60 0.712479 x 61 0.000629093 x 62 0.109004 x 63 0.0688857 x 65 0.921884 x 66 2.01276 x 68 0.0276335 x 69 0.00742771 x 70 0.00332268 x 71 0.510609 x 72 0.65899 x 73 0.0222606 x 74 0.336619 x 76 1.06766 x 77 0.501851 x 78 0.332618 x 79 0.086408 x 80 0.035041 x 81 0.0257998 x 82 0.0147765 x 83 0.053031 x 86 0.00975034 x 88 1.1986 x 89 1.42047 x 90 0.199479 x 91 0.0211436 x 92 0.840283 x 93 2.07985 x 95 24.2748 x 96 0.0819813 x 0 0.356145 x 1 0.0470351 x 2 0.0233139 x 3 0.0061012 x 4 0.165541 x 5 1.68562 x 6 0.0346228 x 7 0.220734 x 8 20.9584 x 9 0.355956 x 0 0.000289731 x 1 0.247633 x 2 0.339543 x 3 0.210541 x 4 1.95116 x 5 0.64639 x 6 0.0675289 x 7 0.148971 x 8 14.452 x 9 27 v 3.79817 2.20183 6 9-6.1522231 34 10 10 0.0126414 x 59 2.34559 x 60 0.380279 x 61 0.0730821 x 62 0.0393079 x 63 1.41712 x 65 1.28954 x 66 0.100719 x 68 1.05013 x 69 0.0586875 x 70 0.0497311 x 71 0.0514442 x 72 0.514443 x 73 0.701786 x 74 0.120049 x 76 0.0561156 x 77 1.30708 x 78 0.120003 x 79 0.0736166 x 80 0.197163 x 81 0.0268801 x 82 0.0111132 x 83 0.020522 x 86 0.010717 x 88 0.0233133 x 89 0.0514524 x 90 0.101982 x 91 0.0634966 x 92 0.0227577 x 93 0.739846 x 95 8.78549 x 96 0.00384363 x 59 0.213584 x 60 0.0749602 x 61 0.537052 x 62 0.525647 x 63 0.00061456 x 65 0.556099 x 66 2.75378 x 67 0.417439 x 68 0.216736 x 69 0.218918 x 70 0.400602 x 71 0.0036012 x 72 2.843 x 73 0.369194 x 74 2.19213 x 76 0.648181 x 78 0.116315 x 79 0.459018 x 80 0.634826 x 81 0.246434 x 82 0.0170126 x 83 0.00300425 x 84 0.950759 x 85 8.5032e-05 x 86 0.04174 x 88 0.0926096 x 89 0.111512 x 90 0.129708 x 91 0.613744 x 92 1.43486 x 93 0.211455 x 94 2.14412 x 95 33.0004 x 96 0.101648 x 0 0.336062 x 1 0.717675 x 2 0.0231459 x 3 0.203978 x 4 0.282078 x 5 1.25588 x 6 0.582346 x 7 0.176682 x 8 30.5038 x 9 1.27187 x 0 0.000281327 x 1 2.92284 x 2 0.118146 x 3 0.334195 x 4 0.386482 x 5 0.345971 x 6 0.0442765 x 7 0.00219226 x 8 14.3898 x 9 28 v 3.75217 2.24783 6 5-6.0903923 27 10 10 0.00136201 x 59 0.470883 x 60 0.244001 x 61 0.25238 x 62 1.34432 x 63 0.0734717 x 68 0.0762332 x 69 0.562042 x 70 0.210229 x 71 0.358775 x 72 0.433637 x 74 0.0317981 x 77 0.0245339 x 79 0.0137686 x 81 0.105534 x 83 0.197865 x 86 0.0238038 x 88 0.0145407 x 89 0.015662 x 90 0.272723 x 91 1.42477 x 92 0.679329 x 95 4.40733 x 96 0.000707241 x 59 0.568889 x 60 0.0351912 x 61 0.0454677 x 62 0.209096 x 63 0.701775 x 65 1.78958 x 68 0.926804 x 69 0.0445505 x 70 0.241834 x 71 0.00882182 x 72 1.40401 x 73 0.321069 x 74 0.717533 x 77 0.000887516 x 78 0.0111643 x 79 0.029074 x 81 0.0354157 x 83 0.249202 x 86 0.325192 x 88 0.0783301 x 89 0.733722 x 90 0.258062 x 91 0.912914 x 92 0.125381 x 93 1.67571 x 95 17.3103 x 96 0.00141419 x 0 0.102917 x 1 0.0327975 x 2 0.000332068 x 3 0.0154534 x 4 0.957939 x 5 0.121714 x 6 0.374468 x 7 0.435673 x 8 16.7181 x 9 0.135556 x 0 0.106404 x 1 0.676039 x 2 0.18703 x 3 0.020706 x 4 0.00737358 x 5 0.0181184 x 6 0.0192031 x 7 0.0105804 x 8 10.0579 x 9 29 v 3.9555 2.0445 6 11-5.8417635 38 10 10 0.0113042 x 59 3.13211 x 60 2.66816 x 61 0.809496 x 62 0.129834 x 63 0.583072 x 65 1.10994 x 66 0.176883 x 67 0.0753203 x 68 0.26473 x 69 0.331884 x 70 0.067215 x 71 0.756974 x 72 0.426698 x 73 1.01149 x 74 0.747463 x 76 0.224848 x 77 1.23384 x 78 0.0548382 x 79 0.0223741 x 80 5.44806e-05 x 81 0.518026 x 82 0.0159151 x 83 0.0179575 x 84 0.177824 x 85 0.0231797 x 86 0.156636 x 88 0.0415815 x 89 0.262835 x 90 0.115035 x 91 0.086366 x 92 0.000459808 x 93 9.69695e-05 x 94 0.658823 x 95 6.57582 x 96 0.00196085 x 59 0.0700323 x 60 0.00156702 x 61 1.18384 x 62 1.17773 x 63 3.20325 x 64 0.71825 x 65 0.0245309 x 66 1.15595 x 67 0.17581 x 68 0.339645 x 69 0.0338241 x 70 0.306669 x 71 1.42846 x 72 1.20242 x 73 0.00852661 x 74 1.15791 x 75 0.459701 x 76 0.401582 x 77 0.00315483 x 78 0.14706 x 79 2.28277 x 80 0.102373 x 81 0.608978 x 82 0.105065 x 83 0.931004 x 84 1.19085 x 85 0.102409 x 86 0.728639 x 87 0.240939 x 88 0.592442 x 89 0.0207359 x 90 0.280079 x 91 0.55381 x 92 0.00691329 x 93 0.88478 x 94 3.01033 x 95 40.6658 x 96 0.294419 x 0 0.542148 x 1 1.07599 x 2 0.144058 x 3 0.0294101 x 4 0.219134 x 5 0.202903 x 6 1.20892 x 7 0.343465 x 8 39.4498 x 9 3.2764 x 0 0.440011 x 1 0.183409 x 2 1.40489 x 3 0.76024 x 4 0.0645703 x 5 0.433266 x 6 0.0221332 x 7 0.044817 x 8 15.8593 x 9 30 v 3.35446 2.64554 6 7-6.4653127 30 10 10 0.000355647 x 59 1.10478 x 60 1.25075 x 61 0.790299 x 62 0.96535 x 63 0.3162 x 65 0.122596 x 68 0.0262935 x 69 0.00233455 x 70 1.09993 x 71 0.555555 x 72 0.0316722 x 73 0.152859 x 74 0.180423 x 77 0.0429917 x 78 0.000453529 x 79 0.3933 x 81 0.0851987 x 83 0.00406009 x 86 0.105011 x 88 0.755883 x 89 0.0751393 x 90 0.0471726 x 91 1.06028 x 92 0.0469338 x 93 1.26158 x 95 8.04111 x 96 0.193109 x 60 0.217032 x 61 0.424393 x 62 0.153793 x 63 0.0977902 x 65 0.588111 x 66 0.0116103 x 68 0.00497972 x 69 0.0383834 x 70 1.8075 x 71 0.00829403 x 72 0.145949 x 73 0.816767 x 74 0.93841 x 76 0.0710168 x 77 2.24794 x 78 0.0390515 x 79 0.176028 x 80 0.320132 x 81 0.189157 x 82 0.0829824 x 83 0.170579 x 86 0.248667 x 88 0.802914 x 89 0.117426 x 90 0.737974 x 91 0.582072 x 92 0.00496337 x 93 3.39763 x 95 22.8463 x 96 0.00809107 x 0 0.0124753 x 1 0.0660729 x 2 0.000262835 x 3 0.404457 x 4 0.370111 x 5 0.087258 x 6 0.944281 x 7 1.65191 x 8 19.9362 x 9 0.129164 x 0 0.000328348 x 1 2.06252 x 2 0.172193 x 3 0.049933 x 4 0.119397 x 5 0.416061 x 6 0.0658696 x 7 0.0510652 x 8 15.452 x 9 31 v 3.43437 2.56563 6 9-6.2620231 34 10 10 0.000263098 x 59 0.0335609 x 60 0.196629 x 61 5.0617 x 62 0.00220221 x 63 0.274316 x 65 0.200223 x 66 0.0917268 x 68 0.155734 x 69 0.0785489 x 70 0.530725 x 71 0.0359633 x 72 0.16447 x 73 0.178806 x 74 0.0349912 x 76 0.311425 x 77 0.811883 x 78 0.0157941 x 79 0.12047 x 80 2.03022 x 81 0.698608 x 82 0.000523874 x 83 0.0265526 x 86 0.000155797 x 88 0.0500123 x 89 0.00655823 x 90 0.119289 x 91 0.0991592 x 92 0.266616 x 93 0.855503 x 95 10.6377 x 96 0.210889 x 60 0.276719 x 61 0.287342 x 62 0.779451 x 63 0.159924 x 65 0.0145543 x 66 0.188987 x 67 0.979072 x 68 0.0666899 x 69 1.12022 x 70 0.0371028 x 71 0.234786 x 72 0.3787 x 73 0.00468235 x 74 0.154448 x 76 0.00692698 x 77 0.0300452 x 78 0.216774 x 79 0.890767 x 80 0.0335911 x 81 0.375808 x 82 0.0611036 x 83 0.269017 x 84 1.46524 x 85 0.491288 x 86 0.0109084 x 88 0.00178973 x 89 1.10307 x 90 1.36619 x 91 0.0420282 x 92 0.639681 x 93 1.75825 x 94 4.20766 x 95 31.0451 x 96 0.0108905 x 0 0.231518 x 1 0.0223856 x 2 0.252624 x 3 0.012223 x 4 0.00210452 x 5 0.00576075 x 6 0.00292775 x 7 0.056768 x 8 30.312 x 9 0.0607555 x 0 1.41638 x 1 0.573341 x 2 0.84974 x 3 0.103959 x 4 0.418365 x 5 0.418526 x 6 0.255805 x 7 0.18369 x 8 18.8097 x 9 32 v 3.34472 2.65528 6 13-6.3387333 36 4 10 0.045796 x 59 0.474788 x 60 0.000586549 x 62 2.04541 x 63 0.0252295 x 64 0.179541 x 65 0.748759 x 66 3.80783 x 67 2.31738 x 68 4.12179 x 69 0.469291 x 70 0.44839 x 73 0.0713499 x 74 0.65528 x 75 0.0753619 x 76 0.111582 x 77 0.00333529 x 78 1.09687 x 79 1.36018 x 80 0.0755489 x 81 0.472098 x 82 1.49017 x 84 0.0187819 x 85 0.0613196 x 86 0.558809 x 87 0.132113 x 88 0.133495 x 90 0.163993 x 91 0.030723 x 92 0.000178091 x 93 1.22301 x 94 1.08679 x 95 11.0124 x 96 0.0147669 x 59 0.00776936 x 60 0.0787944 x 62 0.0139829 x 63 0.11372 x 64 0.459131 x 65 1.5119 x 66 2.7533 x 67 0.536688 x 68 1.06799 x 69 0.00146489 x 70 0.429467 x 71 0.00996134 x 72 0.00172966 x 73 0.318207 x 74 0.0566175 x 75 0.499684 x 76 0.232853 x 77 0.563272 x 78 1.15406 x 80 0.344152 x 81 0.907639 x 82 0.51827 x 83 2.41282 x 84 0.154872 x 85 1.41779 x 86 0.00915507 x 87 0.0320864 x 88 0.68208 x 89 0.0142866 x 90 0.593226 x 91 0.450526 x 92 0.433886 x 93 0.0642198 x 94 4.61368 x 95 47.0067 x 96 0.816783 x 1 0.0408756 x 3 1.03424 x 6 41.5893 x 9 0.520415 x 0 1.9075 x 1 0.00637713 x 2 0.741529 x 3 0.70608 x 4 0.0766313 x 5 0.073861 x 6 0.589608 x 7 0.246037 x 8 29.6501 x 9 33 v 3.35915 2.64085 6 11-6.2945735 38 10 10 0.00975727 x 59 1.13504 x 60 0.00405892 x 61 0.00140714 x 62 2.73865 x 63 1.19951 x 65 2.70336 x 66 0.0811615 x 67 0.190774 x 68 1.84728 x 69 0.0355489 x 70 0.753828 x 71 0.797924 x 72 0.814 x 73 0.764402 x 74 0.00181524 x 76 0.191177 x 77 0.442367 x 78 0.0477009 x 79 0.160502 x 80 0.625709 x 81 0.12515 x 82 0.0497017 x 83 1.01706 x 84 0.0869368 x 85 0.0230117 x 86 0.0149813 x 88 0.00987681 x 89 0.00172782 x 90 0.0369514 x 91 0.222234 x 92 0.225411 x 93 0.364473 x 94 0.550393 x 95 11.775 x 96 0.012077 x 59 0.0274661 x 60 0.0552707 x 61 0.209252 x 62 0.00382544 x 63 0.119417 x 64 1.44563 x 65 2.03466 x 66 0.08617 x 67 0.724978 x 68 0.557365 x 69 0.00779633 x 70 0.346751 x 71 0.286711 x 72 0.122064 x 73 0.425253 x 74 0.0485491 x 75 0.223558 x 76 0.208252 x 77 2.18368 x 78 0.705303 x 79 0.0526946 x 80 0.0628381 x 81 1.97228 x 82 0.255344 x 83 0.210398 x 84 1.72434 x 85 0.360475 x 86 1.02486 x 87 0.144094 x 88 0.142032 x 89 0.159298 x 90 0.0449931 x 91 0.0923585 x 92 0.163042 x 93 0.669732 x 94 2.71685 x 95 39.3205 x 96 0.0498166 x 0 0.112032 x 1 0.0550494 x 2 1.43718 x 3 1.30235 x 4 0.280565 x 5 0.566366 x 6 0.104955 x 7 0.0993144 x 8 32.9429 x 9 0.206124 x 0 0.00102244 x 1 3.6736 x 2 1.64542 x 3 0.0067552 x 4 0.0196057 x 5 0.282482 x 6 0.643239 x 7 0.0316217 x 8 22.5391 x 9 34 v 3.31942 2.68058 6 9-6.3337930 33 10 10 0.00106938 x 59 0.403377 x 60 0.0669545 x 61 0.139644 x 62 4.73657 x 63 1.27176 x 65 0.000557969 x 66 0.109482 x 68 1.0302 x 69 0.0177642 x 70 1.03012 x 71 0.174428 x 72 0.0704891 x 73 2.00716 x 74 0.00305398 x 76 0.0938048 x 77 0.237296 x 78 0.0262625 x 79 0.0905205 x 80 1.02511 x 81 0.13382 x 82 0.0217149 x 83 0.25789 x 86 0.109185 x 89 0.0935484 x 90 0.29288 x 91 0.0104165 x 92 0.0771001 x 93 2.0446 x 95 8.54808 x 96 0.00543848 x 59 0.0206496 x 61 0.0813145 x 62 1.31899 x 65 0.0128942 x 66 5.84736e-05 x 67 0.722691 x 68 0.827697 x 69 0.00197445 x 70 1.03539 x 71 0.264904 x 72 0.0272003 x 73 0.668045 x 74 0.0187356 x 76 0.38704 x 77 0.00274666 x 78 0.692205 x 79 0.0490054 x 80 1.06754 x 81 0.270434 x 82 0.117698 x 83 0.102987 x 84 1.07631 x 85 0.000947132 x 86 0.0537397 x 88 0.264879 x 89 0.00340028 x 90 0.00851337 x 91 0.022172 x 92 0.0597617 x 93 2.66913 x 94 7.82417 x 95 28.1955 x 96 0.00337611 x 0 0.000155424 x 1 0.257775 x 2 0.00137965 x 3 0.834622 x 4 0.100837 x 5 0.176041 x 6 1.18281 x 7 0.302842 x 8 27.0148 x 9 0.07794 x 0 0.0215724 x 1 0.133478 x 2 1.60123 x 3 0.238601 x 4 0.0124884 x 5 0.338495 x 6 0.237335 x 7 0.000125257 x 8 21.4636 x 9 35 v 3.47495 2.52505 6 11-6.115935 38 10 10 0.000219334 x 59 0.581155 x 60 0.675294 x 61 4.43087 x 62 0.049032 x 63 0.705609 x 65 0.0791191 x 66 0.409209 x 67 0.215783 x 68 0.327027 x 69 0.144464 x 70 0.0554861 x 71 1.55603 x 72 0.829449 x 73 0.091724 x 74 1.6232 x 76 0.483732 x 77 0.027092 x 78 0.124939 x 79 0.172967 x 80 0.293312 x 81 0.14472 x 82 0.0719576 x 83 1.09018 x 84 0.0070276 x 85 0.12743 x 86 0.0411007 x 88 0.00970673 x 89 0.555068 x 90 0.172093 x 91 0.0520974 x 92 0.0867867 x 93 0.240608 x 94 0.46075 x 95 11.8399 x 96 0.000159874 x 59 0.598577 x 60 0.0675231 x 61 0.0466158 x 62 0.626609 x 63 0.955555 x 64 0.125103 x 65 0.0783095 x 66 0.00937605 x 67 0.254171 x 68 0.449304 x 69 2.29729 x 70 0.103101 x 71 0.1881 x 72 1.50468 x 73 0.0893597 x 74 1.36696 x 75 0.1189 x 76 0.820242 x 77 0.0638942 x 78 0.0228621 x 79 2.05499 x 80 0.136322 x 81 0.0594557 x 82 0.341492 x 83 0.042129 x 84 0.000386122 x 85 0.145448 x 86 1.68275 x 87 0.0612238 x 88 0.304406 x 89 0.014496 x 90 0.363647 x 91 1.15236 x 92 0.0248333 x 93 1.1146 x 94 3.7724 x 95 39.1663 x 96 0.0929058 x 0 0.268978 x 1 0.000143535 x 2 0.394867 x 3 0.0480416 x 4 0.218386 x 5 0.153873 x 6 0.92631 x 7 0.014713 x 8 36.106 x 9 0.25894 x 0 4.75184 x 1 0.202454 x 2 0.0989542 x 3 0.208407 x 4 0.528509 x 5 0.205215 x 6 0.0295592 x 7 0.000759356 x 8 21.4904 x 9 36 v 3.3174 2.6826 6 3-6.2646817 23 10 10 3.2934e-05 x 59 0.028528 x 60 0.0705147 x 61 1.1732 x 62 0.0701506 x 69 0.246616 x 70 0.247026 x 71 0.47008 x 72 0.125491 x 79 0.0465124 x 81 0.0036694 x 83 0.154668 x 86 0.00925958 x 89 0.142145 x 91 0.726689 x 92 0.573475 x 95 3.95968 x 96 2.71092e-05 x 59 0.0272513 x 60 0.0674005 x 61 0.0292815 x 62 0.0951519 x 63 0.279647 x 68 1.21464 x 69 0.296785 x 70 1.73015 x 71 0.0706734 x 72 0.242483 x 74 0.0316657 x 77 0.40505 x 79 0.0446802 x 81 0.000815298 x 83 0.64546 x 86 0.00578489 x 88 0.0120512 x 89 0.0269827 x 90 0.299597 x 91 0.604242 x 92 0.247139 x 95 9.57515 x 96 0.0660262 x 0 0.112277 x 1 0.00259842 x 2 0.00271476 x 3 0.0424836 x 4 0.628274 x 5 0.0159587 x 6 0.122112 x 7 0.246586 x 8 8.71313 x 9 0.0188767 x 0 0.296959 x 1 0.432428 x 2 0.00549204 x 3 0.788174 x 4 0.0312413 x 5 0.0683647 x 6 0.463823 x 7 0.0018887 x 8 5.9405 x 9 37 v 2.92024 3.07976 6 9-6.5318231 35 10 10 0.00017735 x 59 0.266484 x 60 0.707459 x 61 0.721612 x 62 0.0129806 x 63 0.0680501 x 65 0.00639209 x 66 0.163481 x 68 0.723701 x 69 0.328458 x 70 1.04562 x 71 1.36933 x 72 0.18614 x 73 0.00345082 x 74 0.919278 x 76 0.742896 x 77 0.0225853 x 78 0.246333 x 79 0.509701 x 80 1.03937 x 81 0.0319859 x 82 0.0306683 x 83 0.0105608 x 86 0.080978 x 88 0.166975 x 89 0.585705 x 90 0.175405 x 91 0.0513558 x 92 0.112968 x 93 2.39646 x 95 14.991 x 96 0.00082649 x 59 0.289478 x 60 0.0350464 x 61 0.00501628 x 62 0.100757 x 63 0.0653111 x 65 0.0568389 x 66 0.150863 x 67 0.0203831 x 68 0.0917786 x 69 0.257209 x 70 0.367914 x 71 0.0107154 x 72 0.699557 x 73 0.2888 x 74 0.159425 x 76 0.217713 x 77 0.0143684 x 78 0.915887 x 79 0.401132 x 80 0.0583835 x 81 0.657639 x 82 0.0159021 x 83 0.0535793 x 84 0.229029 x 85 0.0777797 x 86 0.513018 x 88 0.0404341 x 89 0.0028181 x 90 0.0277717 x 91 0.0255596 x 92 0.00270533 x 93 0.340045 x 94 5.12922 x 95 32.9588 x 96 0.0325723 x 0 0.0406605 x 1 0.141061 x 2 0.317178 x 3 0.00409703 x 4 0.925558 x 5 0.0338202 x 6 0.195639 x 7 1.1731 x 8 23.4184 x 9 0.00160878 x 0 0.559023 x 1 0.0976457 x 2 0.260641 x 3 0.00140483 x 4 0.583284 x 5 0.0157295 x 6 0.771122 x 7 0.596222 x 8 24.8308 x 9 38 v 3.38513 2.61487 6 5-5.9693823 27 10 10 0.00028124 x 59 0.0198414 x 60 0.344721 x 61 0.256301 x 62 0.31513 x 63 0.519203 x 68 0.371829 x 69 0.000682009 x 70 0.497028 x 71 0.821331 x 72 0.324507 x 74 0.203852 x 77 0.100137 x 79 0.0246042 x 81 0.0792117 x 83 0.0913021 x 86 0.0106199 x 88 0.00776432 x 89 0.948315 x 90 0.0584932 x 91 0.379497 x 92 0.114332 x 95 7.58528 x 96 0.00249437 x 59 0.00128844 x 60 0.287645 x 61 0.0012158 x 62 0.177656 x 63 0.184673 x 65 0.0353367 x 68 0.534836 x 69 0.608948 x 70 0.339268 x 71 0.113191 x 72 0.874768 x 73 0.424997 x 74 0.0431079 x 77 0.242624 x 78 0.196458 x 79 0.389086 x 81 0.242435 x 83 1.51029 x 86 0.108901 x 88 0.257311 x 89 0.853517 x 90 0.000188778 x 91 1.05358 x 92 0.0236482 x 93 1.45636 x 95 16.9616 x 96 0.221005 x 0 0.0472867 x 1 0.00269893 x 2 0.00808235 x 3 0.383679 x 4 0.656103 x 5 0.0413298 x 6 0.163357 x 7 0.53762 x 8 14.8644 x 9 0.0410172 x 0 1.02858 x 1 1.84598 x 2 0.000376062 x 3 0.262043 x 4 0.665285 x 5 0.0149216 x 6 0.539587 x 7 0.0701783 x 8 8.60627 x 9 39 v 3.35497 2.64503 6 13-5.9169133 38 4 10 0.000224989 x 59 0.01209 x 60 0.581296 x 62 5.14696 x 63 0.168201 x 64 1.04543 x 65 1.1113 x 66 0.14734 x 67 0.490652 x 68 0.797975 x 69 0.817946 x 70 0.176561 x 73 0.282531 x 74 1.14466 x 75 0.0129107 x 76 0.082062 x 77 2.03795 x 78 0.0540839 x 79 0.307442 x 80 1.64962 x 81 0.142925 x 82 0.0157428 x 84 0.973861 x 85 0.00268754 x 86 0.0116268 x 87 0.0358569 x 88 0.0359713 x 90 0.00568009 x 91 0.00819886 x 92 0.231955 x 93 0.409074 x 94 0.90302 x 95 15.5412 x 96 4.30585e-05 x 59 0.117336 x 60 0.00400983 x 61 0.391757 x 62 0.166645 x 63 0.110736 x 64 1.44415 x 65 0.0506083 x 66 0.498208 x 67 0.168678 x 68 0.00306 x 69 0.13287 x 70 0.00853777 x 71 0.214317 x 72 0.0798498 x 73 0.268637 x 74 0.416988 x 75 0.10243 x 76 0.0935318 x 77 0.083461 x 78 1.89094 x 79 0.168569 x 80 0.577098 x 81 0.00865888 x 82 0.0579805 x 83 1.36258 x 84 0.00519087 x 85 0.783971 x 86 0.0820581 x 87 0.00012479 x 88 0.620516 x 89 0.00288595 x 90 0.4227 x 91 1.05199 x 92 0.0013399 x 93 0.58362 x 94 3.28451 x 95 54.3534 x 96 0.379931 x 1 0.942475 x 3 0.00154475 x 6 42.2904 x 9 0.13873 x 0 1.25452 x 1 1.01848 x 2 0.736094 x 3 0.0334062 x 4 0.053845 x 5 0.00219423 x 6 0.000719763 x 7 0.000590028 x 8 31.1464 x 9 40 v 2.94129 3.05871 6 11-6.3300135 38 9 10 0.00265684 x 59 0.0124772 x 60 0.000287113 x 61 1.52157 x 62 2.95167 x 63 1.65506 x 65 0.0349183 x 66 0.00407923 x 67 1.48836 x 68 1.08703 x 69 0.14386 x 70 0.482885 x 71 0.352678 x 72 0.305623 x 73 0.333443 x 74 0.561292 x 76 0.808322 x 77 0.549709 x 78 0.155985 x 79 0.25625 x 80 0.645613 x 81 0.242911 x 82 0.0304341 x 83 0.372403 x 84 0.856713 x 85 0.0420251 x 86 0.673421 x 88 0.185099 x 89 0.0378288 x 90 0.416612 x 91 0.352999 x 92 0.0691206 x 93 2.60026 x 94 2.08673 x 95 12.3251 x 96 0.00276049 x 59 0.0652796 x 60 0.00245772 x 61 0.374449 x 62 0.0130412 x 63 0.000287898 x 64 0.53605 x 65 0.115634 x 66 0.00693321 x 67 0.0517873 x 68 0.184956 x 69 0.363109 x 70 0.472015 x 71 0.0268785 x 72 4.88164e-05 x 73 0.0684254 x 74 0.426404 x 75 0.354214 x 76 0.0950439 x 77 0.115646 x 78 0.687092 x 79 7.98501e-05 x 80 0.0923742 x 81 0.183034 x 82 0.117208 x 83 0.0623298 x 84 0.39881 x 85 0.0515547 x 86 0.145288 x 87 0.290292 x 88 0.000721603 x 89 0.0375445 x 90 1.95395 x 91 0.000771439 x 92 0.022309 x 93 0.0239864 x 94 4.85931 x 95 42.1516 x 96 0.0126361 x 0 0.000285056 x 1 0.000916803 x 2 0.0665933 x 3 0.106551 x 4 0.33971 x 6 0.0378837 x 7 1.38022 x 8 30.4091 x 9 0.12449 x 0 0.248918 x 1 0.338525 x 2 2.24128 x 3 0.00101074 x 4 0.0629717 x 5 0.179639 x 6 0.397736 x 7 0.00067171 x 8 30.0502 x 9 41 v 3.34851 2.65149 6 7-5.8720427 31 10 10 0.00196481 x 59 0.0590952 x 60 0.847956 x 61 0.0727928 x 62 0.212744 x 63 0.104274 x 65 0.698621 x 68 0.267351 x 69 0.219457 x 70 0.836857 x 71 1.02709 x 72 0.0993408 x 73 0.383659 x 74 0.0855863 x 77 0.957553 x 78 0.343959 x 79 0.127041 x 81 0.0923615 x 83 0.309144 x 86 0.00584351 x 88 0.0452382 x 89 3.99293e-05 x 90 0.0256801 x 91 0.034888 x 92 0.378651 x 93 0.111501 x 95 11.2115 x 96 0.00232188 x 59 0.00440626 x 60 0.336931 x 61 0.0154303 x 62 0.125474 x 63 0.373203 x 65 0.120425 x 66 0.127756 x 68 0.175601 x 69 0.355307 x 70 0.010172 x 71 0.224689 x 72 0.392318 x 73 1.38623 x 74 1.20597 x 76 0.8058 x 77 0.0126942 x 78 0.982182 x 79 0.203069 x 80 0.0143703 x 81 0.621626 x 82 7.51157e-05 x 83 0.0448557 x 86 0.0731998 x 88 0.00128746 x 89 0.460864 x 90 0.454718 x 91 0.0643133 x 92 0.0486574 x 93 1.42661 x 95 27.3687 x 96 0.252936 x 0 0.0254481 x 1 0.0548798 x 2 0.0760393 x 3 0.110293 x 4 0.00231975 x 5 0.371579 x 6 0.0186766 x 7 0.262519 x 8 22.2648 x 9 0.203736 x 0 0.910875 x 1 1.1322 x 2 0.851161 x 3 0.0123482 x 4 1.32089 x 5 0.0795195 x 6 0.00178294 x 7 0.196268 x 8 13.8514 x 9 42 v 3.46541 2.53459 6 5-5.7046523 27 10 10 0.000242214 x 59 0.000322321 x 60 0.0786519 x 61 0.582873 x 62 0.0524436 x 63 0.611769 x 68 1.09669 x 69 0.00860086 x 70 0.0464468 x 71 0.164686 x 72 1.18179 x 74 0.034274 x 77 0.28654 x 79 0.172095 x 81 0.00157428 x 83 0.017836 x 86 0.0130881 x 88 0.031259 x 89 0.0712413 x 90 0.072075 x 91 0.18889 x 92 0.257011 x 95 7.7024 x 96 0.00167931 x 59 0.101121 x 60 0.0181996 x 61 0.00828631 x 62 0.020492 x 63 0.000614058 x 65 0.787724 x 68 0.235486 x 69 0.146816 x 70 0.0392374 x 71 0.413146 x 72 1.50452 x 73 0.00133224 x 74 0.211658 x 77 0.0359772 x 78 0.512641 x 79 0.636891 x 81 0.0552064 x 83 0.0428196 x 86 0.00212174 x 88 0.0140198 x 89 0.645272 x 90 0.0603259 x 91 0.00304459 x 92 0.0414476 x 93 2.7507 x 95 19.0361 x 96 0.0228762 x 0 0.0656019 x 1 0.154373 x 2 0.000709467 x 3 0.0905133 x 4 0.975345 x 5 0.0359453 x 6 0.00359672 x 7 0.060078 x 8 15.918 x 9 0.0732115 x 0 0.0553387 x 1 0.106588 x 2 1.41157 x 3 0.493735 x 4 0.113077 x 5 0.143055 x 6 0.0977978 x 7 0.0597118 x 8 10.1187 x 9 43 v 2.87956 3.12044 6 13-6.2757133 38 4 10 0.0243251 x 59 0.197326 x 60 0.259594 x 62 0.0105176 x 63 0.149509 x 64 0.525039 x 65 1.35172 x 66 0.590873 x 67 0.405479 x 68 0.188878 x 69 2.46169 x 70 0.283366 x 73 1.29297 x 74 0.123157 x 75 3.64128e-05 x 76 0.790477 x 77 2.00308 x 78 1.58024 x 79 0.0056089 x 80 0.00502817 x 81 3.16607 x 82 1.58278 x 84 0.596183 x 85 0.396356 x 86 1.56577 x 87 0.0025025 x 88 0.582294 x 90 0.0291491 x 91 0.409983 x 92 0.0135637 x 93 0.212352 x 94 3.52098 x 95 16.2385 x 96 0.00711192 x 59 0.0257098 x 60 0.0259292 x 61 0.0289445 x 62 0.0428304 x 63 0.306198 x 64 0.241275 x 65 0.310869 x 66 0.0903201 x 67 0.00527174 x 68 0.00929497 x 69 0.0179303 x 70 0.0097119 x 71 0.0854693 x 72 0.0553342 x 73 0.135557 x 74 1.01117 x 75 0.12518 x 76 0.574605 x 77 1.55356 x 78 0.00947855 x 79 0.455879 x 80 0.326307 x 81 0.216603 x 82 0.101224 x 83 0.542285 x 84 0.772261 x 85 0.794346 x 86 1.69387 x 87 0.721292 x 88 0.184715 x 89 0.32922 x 90 0.977254 x 91 0.733093 x 92 0.00961158 x 93 0.00666248 x 94 1.53956 x 95 49.3579 x 96 0.132378 x 1 0.173715 x 3 1.02014 x 6 36.1079 x 9 0.1104 x 0 0.0884162 x 1 0.615266 x 2 0.13305 x 3 3.0827 x 4 0.146469 x 5 0.00133079 x 6 0.340997 x 7 0.847555 x 8 35.1992 x 9 44 v 3.37023 2.62977 6 7-5.6362927 29 10 10 0.00115266 x 59 0.0711218 x 60 0.31145 x 61 0.15736 x 62 0.680976 x 63 0.503759 x 65 0.0154051 x 68 1.58558 x 69 0.028877 x 70 0.107851 x 71 1.09833 x 72 0.514185 x 73 7.40145e-05 x 74 0.0200961 x 77 1.08622 x 78 0.0293445 x 79 0.1752 x 81 0.0148182 x 83 0.0476903 x 86 0.135538 x 88 0.00935977 x 89 0.0186506 x 90 0.057531 x 91 0.137282 x 92 0.000489395 x 93 0.474996 x 95 11.1249 x 96 0.00206794 x 59 0.0592544 x 60 0.0588425 x 61 0.0430014 x 62 0.00380678 x 63 0.0880211 x 65 0.0262415 x 66 0.392743 x 68 0.438549 x 69 0.476089 x 70 0.0611093 x 71 0.0700053 x 72 0.00240485 x 73 0.192302 x 74 2.14284 x 76 0.0996158 x 77 0.0557414 x 78 1.04505 x 79 0.324532 x 80 0.206202 x 81 0.00235867 x 82 0.0446609 x 83 0.0137474 x 86 0.0842272 x 88 0.00875499 x 91 0.130626 x 92 0.156462 x 93 2.44301 x 95 28.9191 x 96 0.0649957 x 0 0.0254877 x 1 0.251491 x 2 0.19931 x 3 0.0199525 x 4 1.90163 x 5 0.0338784 x 6 0.0499225 x 7 0.163079 x 8 20.8817 x 9 0.157296 x 0 0.23702 x 1 0.00598804 x 2 1.79318 x 3 0.145602 x 4 0.114612 x 5 0.537859 x 6 0.107336 x 7 0.000176521 x 8 15.3091 x 9 45 v 3.27837 2.72163 6 9-5.7244231 35 10 10 0.00115361 x 59 0.0123743 x 60 0.889447 x 61 0.170331 x 62 0.0763675 x 63 0.58812 x 65 0.342758 x 66 0.746877 x 68 0.243235 x 69 1.08349 x 70 0.00212736 x 71 0.307648 x 72 0.0450513 x 73 0.504152 x 74 0.542747 x 76 0.0146478 x 77 0.0688635 x 78 1.11277 x 79 0.290737 x 80 0.0643859 x 81 0.0348522 x 82 0.0213863 x 83 0.464619 x 86 0.100164 x 88 0.018443 x 89 0.204514 x 90 0.0762686 x 91 0.110604 x 92 0.0483099 x 93 1.74512 x 95 14.5629 x 96 5.32632e-05 x 59 0.0232408 x 60 0.230529 x 61 2.8547e-05 x 62 0.0414555 x 63 0.198028 x 65 0.691551 x 66 0.0565096 x 67 0.171115 x 68 0.0668622 x 69 0.00120603 x 70 0.0203314 x 71 0.00951927 x 72 0.529052 x 73 2.54446 x 74 0.257082 x 76 0.923145 x 77 0.0981651 x 78 0.542373 x 79 0.11502 x 80 0.191637 x 81 0.0260203 x 82 0.27557 x 83 0.942306 x 84 0.762825 x 85 0.330133 x 86 0.442709 x 88 0.0110921 x 89 0.108065 x 90 0.0129793 x 91 0.224536 x 92 0.0287114 x 93 0.524111 x 94 1.14059 x 95 35.9639 x 96 0.224892 x 0 0.270073 x 1 0.000204655 x 2 0.140825 x 3 0.000497857 x 4 0.00238641 x 5 0.00294318 x 6 0.138943 x 7 0.0266368 x 8 28.6978 x 9 0.683703 x 0 0.305671 x 1 0.0160212 x 2 1.1749 x 3 0.158004 x 4 0.414102 x 5 0.447381 x 6 0.000236601 x 7 0.000393293 x 8 21.2939 x 9 46 v 3.18986 2.81014 6 11-5.7919935 38 10 10 0.00164888 x 59 0.00205938 x 60 1.35177 x 61 0.199934 x 62 0.552875 x 63 0.689045 x 65 0.0591812 x 66 0.832143 x 67 0.941338 x 68 0.0169068 x 69 0.248342 x 70 0.774556 x 71 1.49499 x 72 0.203106 x 73 0.300304 x 74 0.818686 x 76 0.376804 x 77 0.106844 x 78 0.850272 x 79 0.000327211 x 80 0.00818763 x 81 3.04892 x 82 0.0339608 x 83 0.421194 x 84 0.322139 x 85 0.185812 x 86 0.136372 x 88 0.0449334 x 89 0.228396 x 90 0.166764 x 91 0.109899 x 92 0.000978133 x 93 0.183751 x 94 2.93129 x 95 13.2675 x 96 5.90089e-05 x 59 6.31171e-05 x 60 0.212143 x 61 0.0233568 x 62 0.0229693 x 63 0.658142 x 64 0.0329306 x 65 0.209332 x 66 0.243744 x 67 0.483857 x 68 0.0666095 x 69 0.177276 x 70 0.00254314 x 71 0.00089347 x 72 0.763074 x 73 0.420389 x 74 0.884652 x 75 0.680346 x 76 0.0728327 x 77 1.09176 x 78 0.16417 x 79 0.189007 x 80 0.0483916 x 81 0.394146 x 82 0.00015392 x 83 0.236587 x 84 0.0407333 x 85 0.203433 x 86 0.321226 x 87 0.096561 x 88 1.20547 x 89 0.160338 x 90 0.0121998 x 91 0.0174662 x 92 0.0568397 x 93 0.0179812 x 94 3.03103 x 95 44.8453 x 96 0.0267571 x 0 0.381719 x 1 0.478172 x 2 0.0398782 x 3 0.717575 x 4 0.535802 x 5 0.00490881 x 6 0.00885858 x 7 0.257281 x 8 32.6374 x 9 0.521511 x 0 0.0675448 x 1 0.0237217 x 2 0.02099 x 3 1.04159 x 4 0.124704 x 5 1.12803 x 6 6.4626e-05 x 7 0.0199441 x 8 27.9631 x 9 47 v 3.41127 2.58873 6 13-5.527732 38 4 10 0.000973702 x 59 0.297616 x 60 0.116585 x 62 0.348418 x 63 0.668125 x 64 0.0440946 x 65 0.0103965 x 66 0.142439 x 67 4.22304 x 68 1.19996 x 69 1.48619 x 70 0.00289439 x 73 0.126852 x 74 3.29587 x 75 4.64695 x 76 0.00125467 x 77 0.940713 x 78 0.772321 x 79 0.246852 x 80 0.105549 x 82 0.231563 x 84 0.0347047 x 85 0.300631 x 86 0.66523 x 87 0.0224446 x 88 0.000444127 x 90 0.175132 x 91 0.466819 x 92 0.0256949 x 93 0.624387 x 94 0.806785 x 95 11.6222 x 96 0.000575171 x 59 0.176821 x 60 0.0325538 x 61 0.0862154 x 62 0.0319278 x 63 0.4781 x 64 0.00262251 x 65 0.0477459 x 66 0.0902589 x 67 0.64732 x 68 0.146126 x 69 0.000106102 x 70 0.064873 x 71 0.0293293 x 72 0.565058 x 73 0.000433595 x 74 0.044837 x 75 1.58923 x 76 0.482356 x 77 0.00737683 x 78 0.00548073 x 79 2.68967 x 80 0.0379108 x 81 0.0154055 x 82 0.0921023 x 83 0.0964258 x 84 0.869229 x 85 1.06658 x 86 0.00417587 x 87 0.0830682 x 88 0.0955158 x 89 0.0647679 x 90 0.0173045 x 91 0.668741 x 92 0.00932992 x 93 1.29245 x 94 5.53143 x 95 53.1825 x 96 0.000107442 x 1 0.738695 x 3 0.146644 x 6 43.4609 x 9 0.0458332 x 0 0.352639 x 1 0.726251 x 2 0.693517 x 3 0.0144979 x 4 0.0039042 x 5 0.000479311 x 6 0.342109 x 7 0.0917726 x 8 31.3823 x 9 48 v 3.03672 2.96328 6 11-5.7573535 38 10 10 0.000182758 x 59 0.0337427 x 60 0.120593 x 61 0.00836941 x 62 0.00108808 x 63 0.0496191 x 65 0.428279 x 66 0.464176 x 67 1.82232 x 68 0.0739652 x 69 0.351316 x 70 1.15165 x 71 0.571819 x 72 0.608577 x 73 0.0150939 x 74 0.019768 x 76 0.455146 x 77 0.0599852 x 78 0.0870383 x 79 0.102045 x 80 1.36894 x 81 1.54475 x 82 0.320796 x 83 1.10937 x 84 0.675174 x 85 0.45557 x 86 0.195005 x 88 1.10892 x 89 0.0241455 x 90 0.0295606 x 91 0.176563 x 92 0.0219631 x 93 0.191138 x 94 1.94361 x 95 17.0056 x 96 0.000896699 x 59 0.0107928 x 60 0.0174996 x 61 0.00354103 x 62 0.177013 x 63 0.0702368 x 64 0.101141 x 65 0.00843379 x 66 0.453258 x 67 0.22602 x 68 0.0669543 x 69 0.0110615 x 70 0.163901 x 71 0.0299863 x 72 0.789138 x 73 0.0725853 x 74 0.054593 x 75 0.966005 x 76 0.0885808 x 77 0.00169773 x 78 6.04872e-05 x 79 0.0482816 x 80 0.024427 x 81 0.157621 x 82 0.00307265 x 83 0.790032 x 84 0.332897 x 85 0.0926395 x 86 0.00620604 x 87 0.632739 x 88 0.114086 x 89 0.578668 x 90 0.393211 x 91 0.0355995 x 92 0.0351316 x 93 0.501976 x 94 4.2686 x 95 44.075 x 96 0.0215677 x 0 0.00799083 x 1 0.00925773 x 2 0.233422 x 3 0.13594 x 4 0.260581 x 5 0.0483539 x 6 0.334491 x 7 0.257489 x 8 32.0947 x 9 0.146718 x 0 0.340017 x 1 0.0258631 x 2 0.0742164 x 3 0.735816 x 4 1.22528 x 5 0.153097 x 6 0.430548 x 7 0.0603958 x 8 29.4039 x 9 49 v 3.2178 2.7822 6 9-5.4744631 35 10 10 0.0027657 x 59 0.16131 x 60 1.12037 x 61 0.0159676 x 62 0.0683135 x 63 0.0278043 x 65 0.486409 x 66 0.0215077 x 68 0.364584 x 69 0.00555263 x 70 0.02457 x 71 0.581803 x 72 0.451527 x 73 0.902084 x 74 0.617693 x 76 0.950659 x 77 0.285256 x 78 0.538368 x 79 1.22799 x 80 1.06486 x 81 3.0043 x 82 0.0582486 x 83 0.164029 x 86 0.000135083 x 88 0.0836767 x 89 0.00445152 x 90 0.150218 x 91 8.71128e-05 x 92 0.0612626 x 93 0.629442 x 95 11.9643 x 96 0.00207918 x 59 0.0392079 x 60 0.221401 x 61 0.0295288 x 62 0.0196693 x 63 0.0317585 x 65 0.000748771 x 66 0.169494 x 67 0.109652 x 68 0.156692 x 69 0.104635 x 70 0.159741 x 71 0.0822325 x 72 0.193856 x 73 0.0291676 x 74 0.391468 x 76 0.194262 x 77 0.253628 x 78 0.137379 x 79 0.72601 x 80 0.166975 x 81 0.0719526 x 82 0.0015982 x 83 1.26932 x 84 1.11613 x 85 0.0640706 x 86 0.302294 x 88 0.506404 x 89 0.0047596 x 90 0.0169768 x 91 0.000274597 x 92 0.0375915 x 93 0.588342 x 94 2.45325 x 95 37.3074 x 96 0.017299 x 0 0.00168096 x 1 0.118731 x 2 0.212606 x 3 0.0109353 x 4 0.621333 x 5 0.370545 x 6 0.00569762 x 7 0.00140878 x 8 27.5999 x 9 0.0935289 x 0 0.0738992 x 1 0.00429424 x 2 0.272273 x 3 0.406997 x 4 0.12234 x 5 0.389723 x 6 0.00191535 x 7 0.0200278 x 8 23.6545 x 9 50 v 2.96556 3.03444 6 6-5.7386226 31 10 10 0.0156423 x 60 0.0103136 x 61 0.181693 x 62 0.149916 x 63 0.30089 x 65 0.0640644 x 68 0.0710414 x 69 0.594435 x 70 0.417371 x 71 0.00154024 x 72 0.172091 x 73 0.139453 x 74 0.00729656 x 77 0.203723 x 78 0.330225 x 79 0.209636 x 81 0.183956 x 83 1.13806 x 86 0.00484882 x 88 0.00151695 x 89 0.124211 x 90 0.171445 x 91 0.0034864 x 92 0.0243764 x 93 1.78925 x 95 11.8961 x 96 0.00015831 x 59 0.00206576 x 60 0.000996343 x 61 0.000442449 x 62 0.00117328 x 63 0.023503 x 65 0.128495 x 66 0.00891749 x 68 0.084374 x 69 0.0610227 x 70 0.0417334 x 71 0.273506 x 72 0.0398474 x 73 0.206793 x 74 0.242901 x 76 0.0966926 x 77 0.564002 x 78 0.0830866 x 79 0.0156917 x 80 0.0720202 x 81 0.0332272 x 82 0.0114808 x 83 0.942403 x 86 0.352939 x 88 0.00716047 x 89 0.133719 x 90 0.121573 x 91 0.0325065 x 92 0.0232673 x 93 2.1536 x 95 24.0339 x 96 0.0218001 x 0 0.0196716 x 1 0.00310089 x 2 0.00154693 x 3 0.455093 x 4 0.234462 x 5 0.0192783 x 6 0.235699 x 7 0.106749 x 8 16.6959 x 9 0.00256535 x 0 0.104911 x 1 0.478524 x 2 0.141921 x 3 0.603904 x 4 0.270508 x 5 0.024641 x 6 0.239656 x 7 0.208781 x 8 16.1311 x 9 51 v 2.91705 3.08295 6 9-5.6280930 34 10 10 0.00075297 x 60 0.108392 x 61 0.0411043 x 62 0.0116082 x 63 0.000791888 x 65 0.183136 x 66 0.0116974 x 68 0.0144585 x 69 0.00469306 x 70 1.39651 x 71 0.559714 x 72 0.168637 x 73 0.0244156 x 74 0.00292152 x 76 0.556811 x 77 0.495934 x 78 0.0336179 x 79 0.0237829 x 80 0.0286259 x 81 0.0183982 x 82 0.213616 x 83 0.285293 x 86 0.320038 x 88 0.0355453 x 89 0.114712 x 90 0.0714224 x 91 0.691246 x 92 0.314055 x 93 2.30204 x 95 19.7124 x 96 0.00117644 x 60 0.0158021 x 61 0.00120363 x 62 0.00189141 x 63 0.00841101 x 65 0.026973 x 66 0.303356 x 67 0.00340736 x 68 0.012623 x 69 0.170786 x 70 0.210071 x 71 0.181419 x 72 0.0381092 x 73 0.0137018 x 74 0.00935787 x 76 0.0471221 x 77 0.0533694 x 78 0.101285 x 79 0.169524 x 80 0.603423 x 81 0.110606 x 82 0.0404763 x 83 0.000104855 x 84 0.282118 x 85 0.118341 x 86 0.139931 x 88 0.232708 x 89 0.894848 x 90 0.142258 x 91 0.0538529 x 92 0.419806 x 93 0.197986 x 94 2.25981 x 95 37.3873 x 96 0.132758 x 0 0.00510866 x 1 0.00814071 x 2 0.00151216 x 3 0.0238676 x 4 0.839229 x 5 0.0258199 x 6 0.117456 x 7 0.0553346 x 8 25.0441 x 9 0.115336 x 0 0.257928 x 1 0.457975 x 2 0.0025465 x 3 0.00345088 x 4 1.545 x 5 0.303116 x 6 0.322846 x 7 0.465781 x 8 24.2723 x 9 52 v 2.80651 3.19349 6 8-5.6840935 38 10 10 0.000278523 x 59 0.0131401 x 60 0.0847986 x 61 0.00712457 x 62 0.000453368 x 63 0.00495377 x 65 0.0324108 x 66 0.0888018 x 67 0.0194285 x 68 0.00041567 x 69 3.12467 x 70 1.86003e-05 x 71 0.257091 x 72 0.0834727 x 73 0.00171408 x 74 0.607408 x 76 1.03167 x 77 0.0572452 x 78 0.286282 x 79 0.727822 x 80 0.0239057 x 81 0.00974948 x 82 0.0221468 x 83 0.7327 x 84 0.0400197 x 85 0.158222 x 86 0.119562 x 88 0.381043 x 89 0.0112945 x 90 0.0881212 x 91 0.0909594 x 92 0.000566342 x 93 0.0212477 x 94 0.895145 x 95 16.5238 x 96 0.000534826 x 59 0.0135598 x 60 0.00215099 x 61 0.0640408 x 62 0.0145769 x 63 0.0474737 x 64 0.000857658 x 65 0.00590855 x 66 0.0869246 x 67 0.000236793 x 68 0.0170571 x 69 0.00541694 x 70 0.0446346 x 71 0.0448094 x 72 0.040373 x 73 0.102713 x 74 0.114745 x 75 0.0485058 x 76 1.09425 x 77 0.000126159 x 78 0.0383681 x 79 0.0682963 x 80 0.0153558 x 81 0.269838 x 82 0.0255141 x 83 0.385613 x 84 0.0147111 x 85 0.878009 x 86 0.903964 x 87 0.00999714 x 88 0.0535745 x 89 0.0419964 x 90 0.875555 x 91 0.277044 x 92 0.0351327 x 93 0.0759704 x 94 0.726156 x 95 32.0079 x 96 5.42771e-05 x 0 0.109271 x 1 0.00344509 x 2 0.00739858 x 3 0.186394 x 4 0.00722268 x 5 0.0783256 x 6 0.241834 x 7 0.0726798 x 8 21.7454 x 9 0.0226279 x 0 0.156862 x 1 0.255895 x 2 0.281414 x 3 0.113651 x 4 0.376268 x 5 0.313091 x 6 0.084053 x 7 0.0495436 x 8 23.8943 x 9 53 v 2.51714 3.48286 6 4-5.9113530 34 10 10 0.012332 x 60 0.000334006 x 61 0.00975145 x 62 0.0396107 x 63 0.0161812 x 65 0.0453716 x 66 0.00299434 x 68 0.00048276 x 69 0.795717 x 70 0.0974571 x 71 0.00030124 x 72 4.23355e-05 x 73 0.0100417 x 74 0.000638569 x 76 0.156198 x 77 0.0181797 x 78 0.62888 x 79 0.0423305 x 80 0.263228 x 81 0.144825 x 82 3.04569e-05 x 83 9.83268e-05 x 86 0.0712868 x 88 0.00197304 x 89 0.333934 x 90 0.409734 x 91 0.13473 x 92 0.0125064 x 93 0.932217 x 95 9.74993 x 96 0.000161135 x 59 0.00202228 x 60 0.000214961 x 61 0.039007 x 62 0.0138741 x 63 0.00256744 x 65 0.00394323 x 66 0.0401199 x 67 0.00229221 x 68 0.0273809 x 69 0.00256039 x 71 0.0252022 x 72 0.000451754 x 73 0.0166083 x 74 0.0169631 x 76 0.195777 x 77 0.0258351 x 78 0.00297432 x 79 0.0320464 x 80 0.0120407 x 81 0.000519218 x 82 0.000146218 x 83 0.0280464 x 84 0.0483502 x 85 0.309668 x 86 0.113948 x 88 0.0429717 x 89 0.0451129 x 90 0.0371003 x 91 0.122823 x 92 0.106062 x 93 0.124186 x 94 0.477387 x 95 16.1501 x 96 0.00468026 x 0 0.00193516 x 1 0.00478614 x 2 0.00403556 x 3 0.0379346 x 4 0.221758 x 5 0.0173369 x 6 0.0248467 x 7 0.0011789 x 8 9.75003 x 9 0.00939762 x 0 0.0130903 x 1 0.000194267 x 2 0.0259093 x 3 0.000509015 x 4 0.0645523 x 5 0.134449 x 6 0.0751882 x 7 0.037778 x 8 13.5703 x 9 54 v 3.05976 2.94024 6 2-5.3042233 37 4 10 1.38813e-05 x 59 0.00218679 x 60 0.0028206 x 62 3.47422e-05 x 63 4.64057e-05 x 64 0.00469695 x 65 0.0272608 x 66 0.0156008 x 67 0.0699375 x 68 0.00331425 x 69 0.0994394 x 70 0.0147609 x 73 0.01466 x 74 0.297781 x 75 0.0182121 x 76 0.00726007 x 77 0.137485 x 78 0.0439722 x 79 0.137637 x 80 0.0319667 x 81 0.120929 x 82 0.0013201 x 84 0.123222 x 85 0.327282 x 86 0.350717 x 87 0.0050495 x 88 0.0222697 x 90 0.123553 x 91 0.423848 x 92 0.328522 x 93 0.0449258 x 94 0.196869 x 95 2.88286 x 96 0.000440143 x 60 0.000309528 x 61 0.00672069 x 62 0.000931202 x 63 0.00251374 x 64 0.00135866 x 65 0.00303329 x 66 0.0430789 x 67 0.00897909 x 68 0.00609225 x 69 0.00614008 x 70 0.000813916 x 71 0.0209087 x 72 0.0101945 x 73 0.000305342 x 74 0.0120169 x 75 0.124726 x 76 0.025592 x 77 0.0155151 x 78 0.000814736 x 79 0.0316999 x 80 0.00441479 x 81 0.0180395 x 82 0.00669146 x 83 0.196009 x 84 0.00398406 x 85 0.0018236 x 86 0.208584 x 87 0.0022976 x 88 0.00907193 x 89 0.0283888 x 90 0.0339276 x 91 0.0511754 x 92 0.0426771 x 93 0.000294289 x 94 0.438401 x 95 8.75153 x 96 7.72393e-05 x 1 0.0292073 x 3 0.0401888 x 6 6.05003 x 9 0.00338427 x 0 0.000305992 x 1 0.0071631 x 2 0.00947566 x 3 0.0187639 x 4 0.0273282 x 5 0.0351212 x 6 0.0150435 x 7 0.017403 x 8 5.74647 x 9 55 v 2.72374 3.27626 6 6-5.639825 30 10 10 0.0313178 x 60 0.00360869 x 61 0.0513494 x 62 0.00145274 x 63 0.030072 x 68 0.000878229 x 69 0.112248 x 70 0.00323657 x 71 0.0701189 x 72 0.0028824 x 73 0.00510655 x 74 0.868133 x 77 0.21048 x 78 0.578384 x 79 0.00256644 x 81 1.61512e-05 x 83 0.0161207 x 86 0.00929025 x 88 0.782909 x 89 0.18434 x 90 0.0114479 x 91 0.20993 x 92 0.186098 x 93 0.829134 x 95 15.4563 x 96 0.000126086 x 59 0.00414008 x 60 0.0194034 x 62 0.0501437 x 63 0.0426028 x 65 0.00276099 x 66 0.001437 x 68 0.0385296 x 69 0.00390814 x 70 0.000131574 x 71 0.0580532 x 72 0.00175897 x 73 0.00115533 x 74 0.00880071 x 76 0.103006 x 77 0.0720976 x 78 0.258399 x 79 0.00680103 x 80 0.000308116 x 81 0.0507634 x 82 0.034516 x 83 0.277495 x 86 0.0153948 x 88 0.0970163 x 89 0.00976875 x 90 0.483083 x 91 0.15591 x 92 0.00619074 x 93 0.982411 x 95 25.5561 x 96 0.0188181 x 0 0.0432855 x 1 0.000703177 x 2 0.00273572 x 3 0.0494223 x 4 0.00460692 x 5 0.0493674 x 6 0.00661576 x 7 0.322845 x 8 15.844 x 9 0.0109629 x 0 0.19721 x 1 0.28484 x 2 0.169855 x 3 0.129822 x 4 1.09851 x 5 0.364303 x 6 0.0535949 x 7 0.326331 x 8 17.022 x 9 56 v 3.16719 2.83281 6 11-5.1092235 37 10 9 7.67731e-05 x 59 0.0584212 x 60 0.00198158 x 61 0.0240583 x 62 0.00781815 x 63 0.303386 x 65 0.0799196 x 66 0.0158811 x 67 0.0583697 x 68 0.954599 x 69 0.000777577 x 70 0.0278388 x 71 0.347786 x 72 0.212521 x 73 0.00031999 x 74 0.00149835 x 76 0.00699614 x 77 2.3189 x 78 1.14437 x 79 0.189229 x 80 0.226596 x 81 0.883925 x 82 0.280498 x 83 0.0163899 x 84 0.122644 x 85 0.0654261 x 86 0.071225 x 88 0.0463364 x 89 1.05664 x 90 0.830721 x 91 0.328743 x 92 0.000453799 x 93 0.0139116 x 94 3.27932 x 95 18.183 x 96 0.00463198 x 60 0.0171523 x 61 0.0140478 x 62 0.0256518 x 63 0.0983338 x 64 0.00314014 x 65 0.259862 x 66 0.022535 x 67 0.00870202 x 68 0.142787 x 69 0.0133141 x 70 0.203087 x 71 0.0336497 x 72 0.011676 x 73 0.0451494 x 74 0.0161426 x 75 0.177254 x 76 0.00177968 x 77 0.195181 x 78 0.000387867 x 79 0.052974 x 80 0.0920244 x 81 0.338654 x 82 0.0338735 x 83 0.576777 x 84 0.0349986 x 85 0.00434329 x 86 0.00367619 x 87 0.598679 x 88 0.191213 x 89 0.0387036 x 90 0.208089 x 91 0.184174 x 92 0.647369 x 93 0.265345 x 94 2.78894 x 95 49.4845 x 96 0.0155817 x 0 0.209853 x 1 0.0976483 x 2 0.00318685 x 3 0.000241167 x 4 1.09138 x 5 0.000152514 x 6 0.0305343 x 7 0.0055649 x 8 33.3849 x 9 0.166716 x 0 0.0808419 x 1 0.0706757 x 2 0.177188 x 4 0.0961897 x 5 0.019342 x 6 0.00627153 x 7 0.00235107 x 8 30.541 x 9 57 v 2.85694 3.14306 6 72-4.7211935 38 10 10 0.00355657 x 59 0.283628 x 60 0.188173 x 61 0.14571 x 62 0.31385 x 63 0.267206 x 65 0.245412 x 66 0.200566 x 67 0.67421 x 68 0.499706 x 69 0.564076 x 70 1.26331 x 71 1.93286 x 72 0.881536 x 73 1.01845 x 74 0.334309 x 76 1.31306 x 77 0.269501 x 78 1.14767 x 79 1.60319 x 80 2.01864 x 81 1.46645 x 82 0.791134 x 83 0.74747 x 84 1.81466 x 85 3.8263 x 86 1.13363 x 88 3.95243 x 89 2.66778 x 90 5.14234 x 91 1.8713 x 92 0.727921 x 93 1.91527 x 94 20.4888 x 95 164.585 x 96 0.00116855 x 59 0.0177602 x 60 0.0304932 x 61 0.0603045 x 62 0.0495645 x 63 0.580814 x 64 0.100132 x 65 0.119715 x 66 0.317836 x 67 0.282238 x 68 0.0299179 x 69 0.20749 x 70 0.102326 x 71 0.146287 x 72 0.80194 x 73 0.207893 x 74 0.0234186 x 75 0.720687 x 76 0.341356 x 77 0.243411 x 78 0.152567 x 79 0.407289 x 80 0.531383 x 81 0.639531 x 82 0.273446 x 83 0.517826 x 84 2.72012 x 85 0.792599 x 86 0.0726673 x 87 0.462769 x 88 0.988745 x 89 0.336463 x 90 0.46342 x 91 1.33965 x 92 0.124922 x 93 1.00548 x 94 17.5959 x 95 316.889 x 96 0.291665 x 0 0.278987 x 1 0.221842 x 2 0.270352 x 3 0.764412 x 4 0.51394 x 5 0.697021 x 6 1.07601 x 7 2.00433 x 8 199.581 x 9 0.54154 x 0 1.22461 x 1 1.36287 x 2 1.26754 x 3 2.48678 x 4 1.40017 x 5 1.78861 x 6 2.39991 x 7 0.6377 x 8 213.189 x 9 58 v 2.43928 3.56072 6 2551-3.8014538 38 10 10 0.0279096 x 59 1.08109 x 60 1.05097 x 61 4.60291 x 62 13.8541 x 63 59.1218 x 64 27.586 x 65 35.8233 x 66 44.2069 x 67 16.5233 x 68 6.70334 x 69 12.5579 x 70 6.77716 x 71 7.64353 x 72 34.2787 x 73 24.1405 x 74 68.1678 x 75 39.1056 x 76 22.7891 x 77 32.0434 x 78 14.2043 x 79 44.5915 x 80 17.1964 x 81 36.4816 x 82 4.33675 x 83 50.3289 x 84 52.2689 x 85 16.8442 x 86 29.8567 x 87 9.31276 x 88 12.0621 x 89 20.2167 x 90 16.5494 x 91 19.6234 x 92 11.0483 x 93 49.1139 x 94 245.383 x 95 7975.85 x 96 0.0428837 x 59 0.862134 x 60 0.31716 x 61 1.27081 x 62 3.83631 x 63 24.1149 x 64 9.25113 x 65 17.1057 x 66 21.7684 x 67 5.09454 x 68 4.81341 x 69 3.08871 x 70 3.12204 x 71 1.84585 x 72 7.00357 x 73 6.50519 x 74 17.6189 x 75 14.4878 x 76 9.96991 x 77 7.50068 x 78 9.67169 x 79 10.7881 x 80 6.29529 x 81 21.2838 x 82 1.44893 x 83 21.4664 x 84 24.518 x 85 7.40628 x 86 24.5844 x 87 4.70469 x 88 6.06165 x 89 10.236 x 90 11.0621 x 91 7.89975 x 92 5.74387 x 93 35.1225 x 94 201.634 x 95 10755 x 96 0.173804 x 0 1.01147 x 1 1.31026 x 2 3.15202 x 3 3.02054 x 4 7.03076 x 5 9.90543 x 6 6.53961 x 7 12.851 x 8 6177.59 x 9 0.313194 x 0 13.463 x 1 2.8598 x 2 19.4081 x 3 17.748 x 4 18.2132 x 5 32.6007 x 6 22.4608 x 7 23.9278 x 8 8932.36 x 9 59 v 3.9746 3.0254 7 8-12.066916 19 43 44 8.96074 x 97 3.93375 x 98 1.71068 x 99 0.810628 x 100 0.273854 x 101 0.0558627 x 102 0.237117 x 104 0.0848281 x 105 0.00349985 x 106 0.0123449 x 107 0.00665289 x 108 0.0155782 x 109 0.000724189 x 111 0.000179701 x 112 5.29618e-05 x 113 0.0959807 x 115 7.75525 x 97 8.03245 x 98 7.21966 x 99 6.45338 x 100 4.92465 x 101 3.04143 x 102 1.047 x 103 0.776579 x 104 0.0264217 x 105 0.00471333 x 106 0.132827 x 107 0.0424648 x 108 0.0961218 x 109 0.0104525 x 110 0.0266976 x 111 0.0236003 x 112 0.00508365 x 113 0.0151987 x 114 0.161828 x 115 0.364135 x 11 1.46885 x 12 3.31768 x 13 5.75159 x 14 8.60637 x 15 11.3054 x 16 0.0141338 x 18 0.402319 x 19 0.023367 x 20 0.000195586 x 21 0.000283401 x 22 0.075669 x 23 0.009382 x 24 0.284931 x 25 0.0193974 x 26 0.0126414 x 27 0.00136201 x 28 0.0113042 x 29 0.000355647 x 30 0.000263098 x 31 0.045796 x 32 0.00975727 x 33 0.00106938 x 34 0.000219334 x 35 3.2934e-05 x 36 0.00017735 x 37 0.00028124 x 38 0.000224989 x 39 0.00265684 x 40 0.00196481 x 41 0.000242214 x 42 0.0243251 x 43 0.00115266 x 44 0.00115361 x 45 0.00164888 x 46 0.000973702 x 47 0.000182758 x 48 0.0027657 x 49 0.000278523 x 52 1.38813e-05 x 54 7.67731e-05 x 56 0.00355657 x 57 0.0279096 x 58 1.35447 x 10 3.50879 x 11 4.65286 x 12 4.79517 x 13 4.25643 x 14 3.1875 x 15 1.67393 x 16 0.164725 x 17 0.176852 x 18 0.0814104 x 19 0.0768676 x 20 0.00143062 x 21 0.00767176 x 22 0.0501782 x 23 0.020876 x 24 0.0649326 x 25 0.021072 x 26 0.00384363 x 27 0.000707241 x 28 0.00196085 x 29 0.0147669 x 32 0.012077 x 33 0.00543848 x 34 0.000159874 x 35 2.71092e-05 x 36 0.00082649 x 37 0.00249437 x 38 4.30585e-05 x 39 0.00276049 x 40 0.00232188 x 41 0.00167931 x 42 0.00711192 x 43 0.00206794 x 44 5.32632e-05 x 45 5.90089e-05 x 46 0.000575171 x 47 0.000896699 x 48 0.00207918 x 49 0.00015831 x 50 0.000534826 x 52 0.000161135 x 53 0.000126086 x 55 0.00116855 x 57 0.0428837 x 58 60 v 4.99217 2.00783 7 8-8.9832116 19 47 48 0.927822 x 97 1.27262 x 98 0.155434 x 99 0.0261734 x 100 0.0685002 x 101 0.00929574 x 102 0.727437 x 104 1.51733 x 105 0.152505 x 106 0.0243193 x 107 0.37539 x 108 0.126486 x 109 0.0550462 x 111 0.0250913 x 112 0.00458001 x 113 2.59405 x 115 6.32409 x 97 0.0617204 x 98 2.82934 x 99 0.229811 x 100 0.80035 x 101 0.422667 x 102 0.12413 x 103 7.60143 x 104 11.2086 x 105 0.0953838 x 106 4.97627 x 107 0.268465 x 108 1.00984 x 109 0.514234 x 110 0.440381 x 111 1.57572 x 112 0.0785258 x 113 0.589753 x 114 8.78564 x 115 1.77462 x 11 1.17221 x 12 0.977611 x 13 0.421258 x 14 0.246079 x 15 0.899493 x 16 0.271804 x 18 6.88871 x 19 0.0329597 x 20 1.7483 x 21 2.42395 x 22 3.95828 x 23 3.20181 x 24 3.39701 x 25 0.168619 x 26 2.34559 x 27 0.470883 x 28 3.13211 x 29 1.10478 x 30 0.0335609 x 31 0.474788 x 32 1.13504 x 33 0.403377 x 34 0.581155 x 35 0.028528 x 36 0.266484 x 37 0.0198414 x 38 0.01209 x 39 0.0124772 x 40 0.0590952 x 41 0.000322321 x 42 0.197326 x 43 0.0711218 x 44 0.0123743 x 45 0.00205938 x 46 0.297616 x 47 0.0337427 x 48 0.16131 x 49 0.0156423 x 50 0.00075297 x 51 0.0131401 x 52 0.012332 x 53 0.00218679 x 54 0.0313178 x 55 0.0584212 x 56 0.283628 x 57 1.08109 x 58 3.79809 x 10 0.0364992 x 11 0.0862007 x 12 1.36632 x 13 1.00382 x 14 0.754138 x 15 0.162769 x 16 1.59062 x 17 1.34679 x 18 0.0235841 x 19 0.504996 x 20 0.218027 x 21 0.288413 x 22 0.226064 x 23 0.32111 x 24 0.590743 x 25 0.00398738 x 26 0.213584 x 27 0.568889 x 28 0.0700323 x 29 0.193109 x 30 0.210889 x 31 0.00776936 x 32 0.0274661 x 33 0.598577 x 35 0.0272513 x 36 0.289478 x 37 0.00128844 x 38 0.117336 x 39 0.0652796 x 40 0.00440626 x 41 0.101121 x 42 0.0257098 x 43 0.0592544 x 44 0.0232408 x 45 6.31171e-05 x 46 0.176821 x 47 0.0107928 x 48 0.0392079 x 49 0.00206576 x 50 0.00117644 x 51 0.0135598 x 52 0.00202228 x 53 0.000440143 x 54 0.00414008 x 55 0.00463198 x 56 0.0177602 x 57 0.862134 x 58 61 v 4.29627 2.70373 7 6-9.3943217 16 41 45 0.220747 x 98 2.34324 x 99 0.62466 x 100 0.661925 x 101 0.164261 x 102 0.0486207 x 103 1.54337 x 104 0.132013 x 106 0.24033 x 107 0.101733 x 108 0.142943 x 109 0.0174867 x 110 0.00709868 x 111 0.13072 x 112 0.035526 x 113 0.0591627 x 114 3.74824 x 115 3.06371 x 97 1.98792 x 98 0.016861 x 99 0.311188 x 100 0.0112425 x 101 0.0173705 x 102 1.53017 x 104 1.04519 x 105 0.733964 x 106 0.0191834 x 107 3.06948 x 108 0.0353864 x 109 0.956519 x 111 0.130841 x 112 0.0276456 x 113 18.8204 x 115 0.426872 x 10 0.577248 x 11 0.0771124 x 12 0.0171288 x 13 0.0726016 x 14 0.00960894 x 15 1.02129 x 17 1.7891 x 18 1.82914 x 20 0.22484 x 21 0.784832 x 22 3.76161 x 23 1.776 x 24 0.632001 x 26 0.380279 x 27 0.244001 x 28 2.66816 x 29 1.25075 x 30 0.196629 x 31 0.00405892 x 33 0.0669545 x 34 0.675294 x 35 0.0705147 x 36 0.707459 x 37 0.344721 x 38 0.000287113 x 40 0.847956 x 41 0.0786519 x 42 0.31145 x 44 0.889447 x 45 1.35177 x 46 0.120593 x 48 1.12037 x 49 0.0103136 x 50 0.108392 x 51 0.0847986 x 52 0.000334006 x 53 0.00360869 x 55 0.00198158 x 56 0.188173 x 57 1.05097 x 58 2.10807 x 11 1.24145 x 12 0.0808703 x 13 0.288542 x 14 1.36916 x 15 1.58442 x 16 0.609716 x 18 0.137 x 19 1.0421 x 20 0.395159 x 21 1.16348 x 22 1.12122 x 23 1.37929 x 24 0.305036 x 25 0.712479 x 26 0.0749602 x 27 0.0351912 x 28 0.00156702 x 29 0.217032 x 30 0.276719 x 31 0.0552707 x 33 0.0206496 x 34 0.0675231 x 35 0.0674005 x 36 0.0350464 x 37 0.287645 x 38 0.00400983 x 39 0.00245772 x 40 0.336931 x 41 0.0181996 x 42 0.0259292 x 43 0.0588425 x 44 0.230529 x 45 0.212143 x 46 0.0325538 x 47 0.0174996 x 48 0.221401 x 49 0.000996343 x 50 0.0158021 x 51 0.00215099 x 52 0.000214961 x 53 0.000309528 x 54 0.0171523 x 56 0.0304932 x 57 0.31716 x 58 62 v 4.35147 2.64853 7 8-9.231516 18 46 49 0.0890832 x 97 0.697837 x 98 0.26092 x 99 0.345214 x 100 0.454363 x 101 0.147749 x 102 1.27059 x 104 2.65156 x 105 0.00286626 x 106 0.436276 x 107 0.696223 x 108 0.150331 x 109 0.148386 x 111 0.358568 x 112 0.000598044 x 113 5.47721 x 115 0.777525 x 97 0.312972 x 98 0.185097 x 99 1.6694 x 100 2.09745 x 101 2.50748 x 102 1.14221 x 103 0.409609 x 104 3.45392 x 105 0.902774 x 106 0.189327 x 107 3.13887 x 108 0.438991 x 109 0.0231524 x 110 0.688851 x 111 0.172117 x 113 0.00842364 x 114 24.6927 x 115 0.0284027 x 11 0.882378 x 12 0.131491 x 13 0.121989 x 14 0.0264991 x 15 0.0151722 x 16 0.168828 x 18 2.52218 x 19 0.00354491 x 20 2.41933 x 21 0.449889 x 22 0.116728 x 24 5.44678 x 25 0.0143135 x 26 0.0730821 x 27 0.25238 x 28 0.809496 x 29 0.790299 x 30 5.0617 x 31 0.000586549 x 32 0.00140714 x 33 0.139644 x 34 4.43087 x 35 1.1732 x 36 0.721612 x 37 0.256301 x 38 0.581296 x 39 1.52157 x 40 0.0727928 x 41 0.582873 x 42 0.259594 x 43 0.15736 x 44 0.170331 x 45 0.199934 x 46 0.116585 x 47 0.00836941 x 48 0.0159676 x 49 0.181693 x 50 0.0411043 x 51 0.00712457 x 52 0.00975145 x 53 0.0028206 x 54 0.0513494 x 55 0.0240583 x 56 0.14571 x 57 4.60291 x 58 0.804936 x 10 4.48303 x 11 1.63863 x 12 0.00629008 x 13 0.512115 x 14 0.0767934 x 15 0.0681612 x 16 0.375386 x 17 0.622094 x 18 4.54872 x 19 0.290807 x 20 0.157868 x 21 0.466294 x 22 0.774692 x 23 0.710715 x 24 0.240181 x 25 0.000629093 x 26 0.537052 x 27 0.0454677 x 28 1.18384 x 29 0.424393 x 30 0.287342 x 31 0.0787944 x 32 0.209252 x 33 0.0813145 x 34 0.0466158 x 35 0.0292815 x 36 0.00501628 x 37 0.0012158 x 38 0.391757 x 39 0.374449 x 40 0.0154303 x 41 0.00828631 x 42 0.0289445 x 43 0.0430014 x 44 2.8547e-05 x 45 0.0233568 x 46 0.0862154 x 47 0.00354103 x 48 0.0295288 x 49 0.000442449 x 50 0.00120363 x 51 0.0640408 x 52 0.039007 x 53 0.00672069 x 54 0.0194034 x 55 0.0140478 x 56 0.0603045 x 57 1.27081 x 58 63 v 4.35774 2.64226 7 10-9.0754713 16 44 46 0.924779 x 97 0.00781694 x 98 1.60542 x 99 0.646265 x 100 0.678797 x 101 0.136669 x 104 2.98598 x 105 0.239061 x 106 0.0292365 x 107 0.163851 x 108 0.0674871 x 109 0.343415 x 112 8.59328 x 115 1.14829 x 97 0.787369 x 98 2.1476 x 99 2.24962 x 100 2.23823 x 101 0.783061 x 102 0.00397629 x 104 0.964001 x 105 0.11946 x 106 0.0552319 x 107 1.78191 x 108 0.00961072 x 109 0.671917 x 111 0.259011 x 112 0.000550075 x 113 40.3566 x 115 2.15561 x 12 0.00760036 x 13 0.390319 x 14 0.0514938 x 15 0.00129878 x 16 0.00895787 x 19 1.07045 x 20 0.114504 x 21 1.38805 x 22 0.319728 x 23 0.698551 x 24 0.000548991 x 25 0.50978 x 26 0.0393079 x 27 1.34432 x 28 0.129834 x 29 0.96535 x 30 0.00220221 x 31 2.04541 x 32 2.73865 x 33 4.73657 x 34 0.049032 x 35 0.0129806 x 37 0.31513 x 38 5.14696 x 39 2.95167 x 40 0.212744 x 41 0.0524436 x 42 0.0105176 x 43 0.680976 x 44 0.0763675 x 45 0.552875 x 46 0.348418 x 47 0.00108808 x 48 0.0683135 x 49 0.149916 x 50 0.0116082 x 51 0.000453368 x 52 0.0396107 x 53 3.47422e-05 x 54 0.00145274 x 55 0.00781815 x 56 0.31385 x 57 13.8541 x 58 3.89405 x 11 3.19246 x 12 0.738144 x 13 0.983294 x 14 0.109508 x 15 0.549083 x 16 0.0556828 x 18 3.87966 x 19 0.109575 x 20 1.12289 x 21 0.956582 x 22 0.729316 x 23 0.738922 x 24 0.730412 x 25 0.109004 x 26 0.525647 x 27 0.209096 x 28 1.17773 x 29 0.153793 x 30 0.779451 x 31 0.0139829 x 32 0.00382544 x 33 0.626609 x 35 0.0951519 x 36 0.100757 x 37 0.177656 x 38 0.166645 x 39 0.0130412 x 40 0.125474 x 41 0.020492 x 42 0.0428304 x 43 0.00380678 x 44 0.0414555 x 45 0.0229693 x 46 0.0319278 x 47 0.177013 x 48 0.0196693 x 49 0.00117328 x 50 0.00189141 x 51 0.0145769 x 52 0.0138741 x 53 0.000931202 x 54 0.0501437 x 55 0.0256518 x 56 0.0495645 x 57 3.83631 x 58 64 v 4.06571 2.93429 7 18-9.24955 3 5 9 20 16.9074 x 97 0.409881 x 105 17.4994 x 115 1.22254 x 97 1.16354 x 98 1.42984 x 105 0.27595 x 106 87.0902 x 115 9.26245 x 16 1.8621 x 19 1.92481 x 25 0.0252295 x 32 0.168201 x 39 0.149509 x 43 0.668125 x 47 4.64057e-05 x 54 59.1218 x 58 2.21277 x 15 13.4718 x 16 2.12002 x 19 0.136179 x 23 4.01614 x 25 3.20325 x 29 0.11372 x 32 0.119417 x 33 0.955555 x 35 0.110736 x 39 0.000287898 x 40 0.306198 x 43 0.658142 x 46 0.4781 x 47 0.0702368 x 48 0.0474737 x 52 0.00251374 x 54 0.0983338 x 56 0.580814 x 57 24.1149 x 58 65 v 3.95184 3.04816 7 12-9.3157910 13 37 44 0.831971 x 97 1.05243 x 98 3.25712 x 99 1.48062 x 100 0.0568315 x 104 1.02673 x 105 0.224876 x 106 0.103609 x 108 0.106812 x 109 16.4364 x 115 0.638 x 97 1.22808 x 98 2.22931 x 99 2.56277 x 100 0.916324 x 101 0.466596 x 104 0.000237584 x 105 0.367817 x 106 0.119029 x 107 0.366414 x 108 0.222179 x 109 0.819019 x 112 49.4853 x 115 2.56578 x 13 0.166486 x 14 0.19523 x 15 0.00372918 x 16 0.203014 x 19 0.177433 x 22 0.478637 x 23 1.43588 x 24 0.839512 x 25 1.62426 x 26 1.41712 x 27 0.583072 x 29 0.3162 x 30 0.274316 x 31 0.179541 x 32 1.19951 x 33 1.27176 x 34 0.705609 x 35 0.0680501 x 37 1.04543 x 39 1.65506 x 40 0.104274 x 41 0.525039 x 43 0.503759 x 44 0.58812 x 45 0.689045 x 46 0.0440946 x 47 0.0496191 x 48 0.0278043 x 49 0.30089 x 50 0.000791888 x 51 0.00495377 x 52 0.0161812 x 53 0.00469695 x 54 0.303386 x 56 0.267206 x 57 27.586 x 58 3.2661 x 12 5.16634 x 13 1.35063 x 14 0.698584 x 15 0.118215 x 16 3.7961 x 19 0.122504 x 20 0.016647 x 21 1.41841 x 22 1.12675 x 23 1.43142 x 24 0.235484 x 25 0.0688857 x 26 0.00061456 x 27 0.701775 x 28 0.71825 x 29 0.0977902 x 30 0.159924 x 31 0.459131 x 32 1.44563 x 33 1.31899 x 34 0.125103 x 35 0.0653111 x 37 0.184673 x 38 1.44415 x 39 0.53605 x 40 0.373203 x 41 0.000614058 x 42 0.241275 x 43 0.0880211 x 44 0.198028 x 45 0.0329306 x 46 0.00262251 x 47 0.101141 x 48 0.0317585 x 49 0.023503 x 50 0.00841101 x 51 0.000857658 x 52 0.00256744 x 53 0.00135866 x 54 0.0426028 x 55 0.00314014 x 56 0.100132 x 57 9.25113 x 58 66 v 3.8224 3.1776 7 14-9.36779 7 10 30 38 2.16898 x 97 3.24994 x 98 4.39114 x 99 0.000388173 x 104 0.973774 x 105 0.0164235 x 106 19.6851 x 115 0.768642 x 97 1.8938 x 98 1.9185 x 99 1.17801 x 100 0.79681 x 104 0.909003 x 105 0.267346 x 106 0.824231 x 108 1.02486 x 109 57.9313 x 115 4.22525 x 14 0.181492 x 15 0.14963 x 16 0.16302 x 19 1.17845 x 23 0.235804 x 24 0.979735 x 25 1.28954 x 27 1.10994 x 29 0.200223 x 31 0.748759 x 32 2.70336 x 33 0.000557969 x 34 0.0791191 x 35 0.00639209 x 37 1.1113 x 39 0.0349183 x 40 1.35172 x 43 0.342758 x 45 0.0591812 x 46 0.0103965 x 47 0.428279 x 48 0.486409 x 49 0.183136 x 51 0.0324108 x 52 0.0453716 x 53 0.0272608 x 54 0.0799196 x 56 0.245412 x 57 35.8233 x 58 3.34828 x 13 6.3841 x 14 1.05525 x 15 1.04049 x 16 2.57764 x 19 0.0137592 x 22 2.29128 x 23 2.66963 x 24 0.0672216 x 25 0.921884 x 26 0.556099 x 27 0.0245309 x 29 0.588111 x 30 0.0145543 x 31 1.5119 x 32 2.03466 x 33 0.0128942 x 34 0.0783095 x 35 0.0568389 x 37 0.0506083 x 39 0.115634 x 40 0.120425 x 41 0.310869 x 43 0.0262415 x 44 0.691551 x 45 0.209332 x 46 0.0477459 x 47 0.00843379 x 48 0.000748771 x 49 0.128495 x 50 0.026973 x 51 0.00590855 x 52 0.00394323 x 53 0.00303329 x 54 0.00276099 x 55 0.259862 x 56 0.119715 x 57 17.1057 x 58 67 v 3.73396 3.26604 7 16-9.43838 5 7 20 30 6.27645 x 97 6.78133 x 98 0.387169 x 105 0.00220878 x 106 22.809 x 115 1.1652 x 97 2.32608 x 98 0.719582 x 99 0.638105 x 104 1.324 x 105 0.0106373 x 106 69.5588 x 115 7.20641 x 15 0.114434 x 16 0.0053678 x 19 0.830383 x 23 0.402263 x 25 0.176883 x 29 3.80783 x 32 0.0811615 x 33 0.409209 x 35 0.14734 x 39 0.00407923 x 40 0.590873 x 43 0.832143 x 46 0.142439 x 47 0.464176 x 48 0.0888018 x 52 0.0156008 x 54 0.0158811 x 56 0.200566 x 57 44.2069 x 58 3.29093 x 14 8.65274 x 15 0.123537 x 16 2.48305 x 19 4.6293 x 23 0.0387857 x 24 1.74793 x 25 2.75378 x 27 1.15595 x 29 0.188987 x 31 2.7533 x 32 0.08617 x 33 5.84736e-05 x 34 0.00937605 x 35 0.150863 x 37 0.498208 x 39 0.00693321 x 40 0.0903201 x 43 0.0565096 x 45 0.243744 x 46 0.0902589 x 47 0.453258 x 48 0.169494 x 49 0.303356 x 51 0.0869246 x 52 0.0401199 x 53 0.0430789 x 54 0.022535 x 56 0.317836 x 57 21.7684 x 58 68 v 4.01714 2.98286 7 10-9.0713413 15 44 47 2.74629 x 97 2.61304 x 98 0.00204586 x 99 0.98993 x 100 0.0591975 x 101 0.313736 x 104 0.568254 x 105 0.197784 x 106 0.0275986 x 107 0.0428464 x 108 0.025973 x 109 0.0252691 x 112 12.216 x 115 3.77015 x 97 0.0532408 x 99 0.661289 x 100 0.343464 x 101 0.2943 x 102 1.56731 x 104 2.04887 x 105 0.111852 x 106 0.831299 x 107 0.361047 x 108 1.01055 x 109 0.0181946 x 111 0.275354 x 112 0.0393821 x 113 38.7843 x 115 0.82124 x 12 3.01963 x 13 0.982609 x 14 0.420906 x 15 0.00986258 x 16 0.0398393 x 19 0.0948896 x 20 0.111817 x 21 0.92365 x 22 0.114903 x 23 0.171768 x 24 0.172603 x 25 0.387743 x 26 0.100719 x 27 0.0734717 x 28 0.0753203 x 29 0.122596 x 30 0.0917268 x 31 2.31738 x 32 0.190774 x 33 0.109482 x 34 0.215783 x 35 0.163481 x 37 0.519203 x 38 0.490652 x 39 1.48836 x 40 0.698621 x 41 0.611769 x 42 0.405479 x 43 0.0154051 x 44 0.746877 x 45 0.941338 x 46 4.22304 x 47 1.82232 x 48 0.0215077 x 49 0.0640644 x 50 0.0116974 x 51 0.0194285 x 52 0.00299434 x 53 0.0699375 x 54 0.030072 x 55 0.0583697 x 56 0.67421 x 57 16.5233 x 58 0.373828 x 11 1.84039 x 12 2.06262 x 13 0.811202 x 14 1.71316 x 15 0.903255 x 16 1.41486 x 18 1.27391 x 19 1.68532 x 20 0.329366 x 21 0.277297 x 22 0.00773907 x 23 0.0361704 x 24 0.555858 x 25 2.01276 x 26 0.417439 x 27 1.78958 x 28 0.17581 x 29 0.0116103 x 30 0.979072 x 31 0.536688 x 32 0.724978 x 33 0.722691 x 34 0.254171 x 35 0.279647 x 36 0.0203831 x 37 0.0353367 x 38 0.168678 x 39 0.0517873 x 40 0.127756 x 41 0.787724 x 42 0.00527174 x 43 0.392743 x 44 0.171115 x 45 0.483857 x 46 0.64732 x 47 0.22602 x 48 0.109652 x 49 0.00891749 x 50 0.00340736 x 51 0.000236793 x 52 0.00229221 x 53 0.00897909 x 54 0.001437 x 55 0.00870202 x 56 0.282238 x 57 5.09454 x 58 69 v 4.00808 2.99192 7 8-8.8228416 19 47 48 0.534959 x 97 0.133128 x 98 2.87618 x 99 1.35372 x 100 0.835434 x 101 0.24783 x 102 0.138305 x 104 1.5251 x 105 0.0827416 x 106 0.00533698 x 107 0.112281 x 108 0.00582466 x 109 0.00656955 x 111 0.0715213 x 112 0.0251192 x 113 7.98088 x 115 1.01479 x 97 2.45044 x 98 0.0481932 x 99 0.137649 x 100 0.0590633 x 101 0.00489515 x 102 0.00123679 x 103 0.0400281 x 104 0.197964 x 105 0.245256 x 106 0.984858 x 107 0.568809 x 108 0.281649 x 109 0.967029 x 110 0.268473 x 111 1.90122 x 112 0.20459 x 113 0.257988 x 114 30.4298 x 115 0.510902 x 11 0.375411 x 12 0.00535114 x 13 0.427698 x 14 0.649503 x 15 0.0677556 x 16 0.830879 x 18 0.15696 x 19 1.29029 x 20 0.143591 x 21 0.177887 x 22 0.0388248 x 23 0.170189 x 24 0.331988 x 25 1.65153 x 26 1.05013 x 27 0.0762332 x 28 0.26473 x 29 0.0262935 x 30 0.155734 x 31 4.12179 x 32 1.84728 x 33 1.0302 x 34 0.327027 x 35 0.0701506 x 36 0.723701 x 37 0.371829 x 38 0.797975 x 39 1.08703 x 40 0.267351 x 41 1.09669 x 42 0.188878 x 43 1.58558 x 44 0.243235 x 45 0.0169068 x 46 1.19996 x 47 0.0739652 x 48 0.364584 x 49 0.0710414 x 50 0.0144585 x 51 0.00041567 x 52 0.00048276 x 53 0.00331425 x 54 0.000878229 x 55 0.954599 x 56 0.499706 x 57 6.70334 x 58 0.503896 x 10 0.0245815 x 11 0.795157 x 12 0.605602 x 13 0.0464294 x 14 1.1733 x 15 3.17043 x 16 0.283668 x 17 0.0227694 x 18 0.00607944 x 20 2.84699 x 21 1.17762 x 22 0.000971733 x 23 0.18389 x 24 0.044948 x 25 0.0276335 x 26 0.216736 x 27 0.926804 x 28 0.339645 x 29 0.00497972 x 30 0.0666899 x 31 1.06799 x 32 0.557365 x 33 0.827697 x 34 0.449304 x 35 1.21464 x 36 0.0917786 x 37 0.534836 x 38 0.00306 x 39 0.184956 x 40 0.175601 x 41 0.235486 x 42 0.00929497 x 43 0.438549 x 44 0.0668622 x 45 0.0666095 x 46 0.146126 x 47 0.0669543 x 48 0.156692 x 49 0.084374 x 50 0.012623 x 51 0.0170571 x 52 0.0273809 x 53 0.00609225 x 54 0.0385296 x 55 0.142787 x 56 0.0299179 x 57 4.81341 x 58 70 v 3.96197 3.03803 7 8-8.6578815 19 46 48 0.00175029 x 97 0.59708 x 98 0.0108974 x 99 0.699048 x 100 0.142869 x 101 0.127684 x 102 1.17217 x 104 0.479778 x 105 0.279268 x 106 0.00661102 x 107 1.34012 x 108 0.101199 x 109 0.246149 x 111 0.00220191 x 113 11.097 x 115 0.00162913 x 97 1.54424 x 98 0.865387 x 99 0.0481987 x 100 0.146601 x 101 0.584996 x 102 0.350472 x 103 0.0932429 x 104 3.6109 x 105 0.0225045 x 106 1.23121 x 107 0.0868112 x 108 2.39101 x 109 0.191844 x 110 0.725322 x 111 0.146615 x 112 0.367116 x 113 0.0275288 x 114 27.2595 x 115 0.295311 x 11 0.00107482 x 12 0.545133 x 13 0.0672932 x 14 0.00140513 x 15 0.0173067 x 16 0.299678 x 18 1.20229 x 19 0.031618 x 20 0.273407 x 21 1.3006 x 22 0.13202 x 23 0.528022 x 24 0.0146381 x 25 0.0586875 x 27 0.562042 x 28 0.331884 x 29 0.00233455 x 30 0.0785489 x 31 0.469291 x 32 0.0355489 x 33 0.0177642 x 34 0.144464 x 35 0.246616 x 36 0.328458 x 37 0.000682009 x 38 0.817946 x 39 0.14386 x 40 0.219457 x 41 0.00860086 x 42 2.46169 x 43 0.028877 x 44 1.08349 x 45 0.248342 x 46 1.48619 x 47 0.351316 x 48 0.00555263 x 49 0.594435 x 50 0.00469306 x 51 3.12467 x 52 0.795717 x 53 0.0994394 x 54 0.112248 x 55 0.000777577 x 56 0.564076 x 57 12.5579 x 58 0.338617 x 10 0.00026749 x 11 2.04952 x 12 1.09758 x 13 0.392722 x 14 0.00573051 x 15 0.0922215 x 16 1.08943 x 17 2.0817 x 18 0.907171 x 19 0.523561 x 20 0.0453128 x 21 0.365923 x 22 0.635763 x 23 0.553707 x 24 3.84644 x 25 0.00742771 x 26 0.218918 x 27 0.0445505 x 28 0.0338241 x 29 0.0383834 x 30 1.12022 x 31 0.00146489 x 32 0.00779633 x 33 0.00197445 x 34 2.29729 x 35 0.296785 x 36 0.257209 x 37 0.608948 x 38 0.13287 x 39 0.363109 x 40 0.355307 x 41 0.146816 x 42 0.0179303 x 43 0.476089 x 44 0.00120603 x 45 0.177276 x 46 0.000106102 x 47 0.0110615 x 48 0.104635 x 49 0.0610227 x 50 0.170786 x 51 0.00541694 x 52 0.00614008 x 54 0.00390814 x 55 0.0133141 x 56 0.20749 x 57 3.08871 x 58 71 v 3.55479 3.44521 7 6-9.076917 16 41 46 0.414494 x 98 0.714228 x 99 0.48259 x 100 0.6323 x 101 1.35989 x 102 0.599825 x 103 0.0505149 x 104 0.221963 x 106 0.0497955 x 107 0.0269975 x 108 0.132941 x 109 0.00113537 x 110 0.0102437 x 111 0.621259 x 112 0.0124402 x 113 0.037831 x 114 9.30254 x 115 0.02401 x 97 2.2115 x 98 0.320396 x 99 0.00382709 x 100 0.126459 x 101 0.0138385 x 102 0.685026 x 104 0.000984081 x 105 0.0127537 x 106 0.348463 x 107 0.509936 x 108 1.05821 x 109 0.216251 x 111 0.771433 x 112 4.13313e-05 x 113 21.0253 x 115 0.112031 x 10 0.000522715 x 11 0.299655 x 12 0.302648 x 13 0.0300985 x 14 0.130249 x 15 0.34073 x 17 0.124109 x 18 0.0264394 x 20 0.00293736 x 21 0.0194134 x 22 0.70166 x 23 0.0471574 x 24 0.194166 x 26 0.0497311 x 27 0.210229 x 28 0.067215 x 29 1.09993 x 30 0.530725 x 31 0.753828 x 33 1.03012 x 34 0.0554861 x 35 0.247026 x 36 1.04562 x 37 0.497028 x 38 0.482885 x 40 0.836857 x 41 0.0464468 x 42 0.107851 x 44 0.00212736 x 45 0.774556 x 46 1.15165 x 48 0.02457 x 49 0.417371 x 50 1.39651 x 51 1.86003e-05 x 52 0.0974571 x 53 0.00323657 x 55 0.0278388 x 56 1.26331 x 57 6.77716 x 58 1.14495 x 11 0.00277217 x 12 0.730429 x 13 0.559265 x 14 0.0114649 x 15 2.04991 x 16 0.0288687 x 18 1.07496 x 19 0.144785 x 20 2.04742 x 21 0.289438 x 22 0.190955 x 23 0.506922 x 25 0.00332268 x 26 0.400602 x 27 0.241834 x 28 0.306669 x 29 1.8075 x 30 0.0371028 x 31 0.429467 x 32 0.346751 x 33 1.03539 x 34 0.103101 x 35 1.73015 x 36 0.367914 x 37 0.339268 x 38 0.00853777 x 39 0.472015 x 40 0.010172 x 41 0.0392374 x 42 0.0097119 x 43 0.0611093 x 44 0.0203314 x 45 0.00254314 x 46 0.064873 x 47 0.163901 x 48 0.159741 x 49 0.0417334 x 50 0.210071 x 51 0.0446346 x 52 0.00256039 x 53 0.000813916 x 54 0.000131574 x 55 0.203087 x 56 0.102326 x 57 3.12204 x 58 72 v 4.32588 2.67412 7 6-8.1941417 16 41 47 0.0229313 x 98 0.620927 x 99 0.285931 x 100 1.05374 x 101 0.0826144 x 102 0.15679 x 103 0.04541 x 104 0.000110676 x 106 1.37857 x 107 0.141799 x 108 0.0143995 x 109 0.171946 x 110 0.0232845 x 111 0.123934 x 112 0.0393004 x 113 0.0476141 x 114 5.83525 x 115 0.0322461 x 97 0.0714604 x 98 1.85523 x 99 1.39094 x 100 0.218481 x 101 0.0588846 x 102 0.0967374 x 104 0.00951363 x 105 0.371169 x 106 0.502792 x 107 0.0956646 x 108 0.30642 x 109 0.00081897 x 111 0.415781 x 112 0.325797 x 113 26.2029 x 115 0.16542 x 10 0.0476112 x 11 0.145482 x 12 0.071341 x 13 0.0893834 x 14 0.00224693 x 15 0.0118519 x 17 0.19123 x 18 0.0119612 x 20 1.26261 x 21 0.381864 x 22 0.182749 x 23 0.00877965 x 24 0.0226892 x 26 0.0514442 x 27 0.358775 x 28 0.756974 x 29 0.555555 x 30 0.0359633 x 31 0.797924 x 33 0.174428 x 34 1.55603 x 35 0.47008 x 36 1.36933 x 37 0.821331 x 38 0.352678 x 40 1.02709 x 41 0.164686 x 42 1.09833 x 44 0.307648 x 45 1.49499 x 46 0.571819 x 48 0.581803 x 49 0.00154024 x 50 0.559714 x 51 0.257091 x 52 0.00030124 x 53 0.0701189 x 55 0.347786 x 56 1.93286 x 57 7.64353 x 58 1.37288 x 11 1.55814 x 12 0.106192 x 13 0.884617 x 14 0.261459 x 15 0.852995 x 16 0.61319 x 18 1.77144 x 19 0.443511 x 20 0.266461 x 21 0.156337 x 22 0.143982 x 23 0.650684 x 24 0.00745825 x 25 0.510609 x 26 0.0036012 x 27 0.00882182 x 28 1.42846 x 29 0.00829403 x 30 0.234786 x 31 0.00996134 x 32 0.286711 x 33 0.264904 x 34 0.1881 x 35 0.0706734 x 36 0.0107154 x 37 0.113191 x 38 0.214317 x 39 0.0268785 x 40 0.224689 x 41 0.413146 x 42 0.0854693 x 43 0.0700053 x 44 0.00951927 x 45 0.00089347 x 46 0.0293293 x 47 0.0299863 x 48 0.0822325 x 49 0.273506 x 50 0.181419 x 51 0.0448094 x 52 0.0252022 x 53 0.0209087 x 54 0.0580532 x 55 0.0336497 x 56 0.146287 x 57 1.84585 x 58 73 v 4.20042 2.79958 7 12-8.187510 13 38 44 5.69562 x 97 1.29981 x 98 0.371038 x 99 0.154819 x 100 0.0213004 x 104 0.533652 x 105 0.0158592 x 106 0.00962363 x 108 0.0260374 x 109 13.4666 x 115 5.48271 x 97 0.261359 x 98 0.000137036 x 99 0.271569 x 100 0.120688 x 101 0.955928 x 104 0.357745 x 105 0.0376329 x 106 0.0172121 x 107 0.0387147 x 108 0.120997 x 109 0.00124137 x 112 54.7382 x 115 2.47504 x 13 4.04906 x 14 0.574947 x 15 0.0586319 x 16 0.0035169 x 19 0.0872845 x 22 0.092043 x 23 0.818082 x 24 0.134324 x 25 0.12103 x 26 0.514443 x 27 0.426698 x 29 0.0316722 x 30 0.16447 x 31 0.44839 x 32 0.814 x 33 0.0704891 x 34 0.829449 x 35 0.18614 x 37 0.176561 x 39 0.305623 x 40 0.0993408 x 41 0.283366 x 43 0.514185 x 44 0.0450513 x 45 0.203106 x 46 0.00289439 x 47 0.608577 x 48 0.451527 x 49 0.172091 x 50 0.168637 x 51 0.0834727 x 52 4.23355e-05 x 53 0.0147609 x 54 0.0028824 x 55 0.212521 x 56 0.881536 x 57 34.2787 x 58 1.20579 x 12 0.427452 x 13 4.56217 x 14 1.53068 x 15 0.253171 x 16 0.0388065 x 19 0.535768 x 20 0.4626 x 21 0.442019 x 22 0.165428 x 23 0.880702 x 24 0.403941 x 25 0.65899 x 26 2.843 x 27 1.40401 x 28 1.20242 x 29 0.145949 x 30 0.3787 x 31 0.00172966 x 32 0.122064 x 33 0.0272003 x 34 1.50468 x 35 0.699557 x 37 0.874768 x 38 0.0798498 x 39 4.88164e-05 x 40 0.392318 x 41 1.50452 x 42 0.0553342 x 43 0.00240485 x 44 0.529052 x 45 0.763074 x 46 0.565058 x 47 0.789138 x 48 0.193856 x 49 0.0398474 x 50 0.0381092 x 51 0.040373 x 52 0.000451754 x 53 0.0101945 x 54 0.00175897 x 55 0.011676 x 56 0.80194 x 57 7.00357 x 58 74 v 4.14581 2.85419 7 10-8.1566713 16 44 47 0.572111 x 97 1.72483 x 98 3.366 x 99 0.0640572 x 100 0.110582 x 101 0.0130764 x 104 0.915248 x 105 0.0244267 x 106 0.0671395 x 107 0.00115438 x 108 0.000438146 x 109 0.129304 x 112 11.553 x 115 1.13758 x 97 4.27485 x 98 0.00535978 x 99 0.0215515 x 100 0.127434 x 101 0.0501508 x 102 0.305999 x 104 0.0697559 x 105 0.000695331 x 106 0.192195 x 107 0.054094 x 108 0.00513404 x 109 0.0119763 x 111 0.933715 x 112 0.0252485 x 113 44.2417 x 115 1.35947 x 12 0.417583 x 13 0.354502 x 14 0.611895 x 15 0.149196 x 16 0.197132 x 19 0.388432 x 20 0.0428076 x 21 0.106003 x 22 0.0749264 x 23 0.0367137 x 24 0.326496 x 25 0.973784 x 26 0.701786 x 27 0.433637 x 28 1.01149 x 29 0.152859 x 30 0.178806 x 31 0.0713499 x 32 0.764402 x 33 2.00716 x 34 0.091724 x 35 0.00345082 x 37 0.324507 x 38 0.282531 x 39 0.333443 x 40 0.383659 x 41 1.18179 x 42 1.29297 x 43 7.40145e-05 x 44 0.504152 x 45 0.300304 x 46 0.126852 x 47 0.0150939 x 48 0.902084 x 49 0.139453 x 50 0.0244156 x 51 0.00171408 x 52 0.0100417 x 53 0.01466 x 54 0.00510655 x 55 0.00031999 x 56 1.01845 x 57 24.1405 x 58 0.997446 x 11 0.00393907 x 12 2.7135 x 13 0.000209546 x 14 1.82803 x 15 2.20242 x 16 0.0834964 x 18 0.300522 x 19 0.35393 x 20 0.0252515 x 21 2.63219 x 22 0.0770479 x 23 1.09047 x 24 0.013886 x 25 0.0222606 x 26 0.369194 x 27 0.321069 x 28 0.00852661 x 29 0.816767 x 30 0.00468235 x 31 0.318207 x 32 0.425253 x 33 0.668045 x 34 0.0893597 x 35 0.242483 x 36 0.2888 x 37 0.424997 x 38 0.268637 x 39 0.0684254 x 40 1.38623 x 41 0.00133224 x 42 0.135557 x 43 0.192302 x 44 2.54446 x 45 0.420389 x 46 0.000433595 x 47 0.0725853 x 48 0.0291676 x 49 0.206793 x 50 0.0137018 x 51 0.102713 x 52 0.0166083 x 53 0.000305342 x 54 0.00115533 x 55 0.0451494 x 56 0.207893 x 57 6.50519 x 58 75 v 4.32281 2.67719 7 18-7.90182 3 5 9 20 0.19807 x 97 14.2586 x 105 15.7325 x 115 0.0419828 x 97 0.019893 x 98 0.155728 x 105 0.240259 x 106 95.3522 x 115 0.091784 x 16 0.0183413 x 19 4.01567 x 25 0.65528 x 32 1.14466 x 39 0.123157 x 43 3.29587 x 47 0.297781 x 54 68.1678 x 58 0.00569829 x 15 0.0507317 x 16 20.5401 x 19 3.93851 x 23 0.399991 x 25 1.15791 x 29 0.0566175 x 32 0.0485491 x 33 1.36696 x 35 0.416988 x 39 0.426404 x 40 1.01117 x 43 0.884652 x 46 0.044837 x 47 0.054593 x 48 0.114745 x 52 0.0120169 x 54 0.0161426 x 56 0.0234186 x 57 17.6189 x 58 76 v 4.03494 2.96506 7 14-8.02829 7 10 30 38 3.62707 x 97 4.77358 x 98 0.527883 x 99 1.53209 x 104 0.852021 x 105 0.00975761 x 106 16.1879 x 115 1.64242 x 97 0.11921 x 98 0.0395777 x 99 0.000910916 x 100 1.29147 x 104 0.631917 x 105 0.0723458 x 106 0.861097 x 108 0.0176614 x 109 65.812 x 115 0.649485 x 14 3.1956 x 15 1.05736 x 16 0.52588 x 19 0.0453219 x 23 0.0390295 x 24 0.160338 x 25 0.120049 x 27 0.747463 x 29 0.0349912 x 31 0.0753619 x 32 0.00181524 x 33 0.00305398 x 34 1.6232 x 35 0.919278 x 37 0.0129107 x 39 0.561292 x 40 3.64128e-05 x 43 0.542747 x 45 0.818686 x 46 4.64695 x 47 0.019768 x 48 0.617693 x 49 0.00292152 x 51 0.607408 x 52 0.000638569 x 53 0.0182121 x 54 0.00149835 x 56 0.334309 x 57 39.1056 x 58 0.191682 x 13 0.41758 x 14 2.34549 x 15 5.29892 x 16 1.27012 x 19 1.5169 x 22 0.490073 x 23 0.867634 x 24 0.358253 x 25 0.336619 x 26 2.19213 x 27 0.459701 x 29 0.93841 x 30 0.154448 x 31 0.499684 x 32 0.223558 x 33 0.0187356 x 34 0.1189 x 35 0.159425 x 37 0.10243 x 39 0.354214 x 40 1.20597 x 41 0.12518 x 43 2.14284 x 44 0.257082 x 45 0.680346 x 46 1.58923 x 47 0.966005 x 48 0.391468 x 49 0.242901 x 50 0.00935787 x 51 0.0485058 x 52 0.0169631 x 53 0.124726 x 54 0.00880071 x 55 0.177254 x 56 0.720687 x 57 14.4878 x 58 77 v 3.82519 3.17481 7 10-8.2030813 16 44 46 0.0802951 x 97 0.642293 x 98 0.511307 x 99 1.41893 x 100 0.0297349 x 101 3.07219 x 104 0.320407 x 105 0.132331 x 106 0.247434 x 107 0.35161 x 108 0.238434 x 109 0.00546757 x 112 14.6973 x 115 0.163234 x 97 0.277869 x 98 0.667705 x 99 0.0118848 x 100 0.270845 x 101 0.157956 x 102 0.156916 x 104 0.200226 x 105 0.0204364 x 106 1.30337 x 107 0.0100136 x 108 1.41891 x 109 0.0555149 x 111 0.0641126 x 112 0.150477 x 113 43.3218 x 115 0.062272 x 12 0.081617 x 13 0.501998 x 14 0.00786388 x 15 0.0531347 x 16 0.0338654 x 19 1.58952 x 20 0.0419413 x 21 0.120088 x 22 0.867084 x 23 1.57455 x 24 0.0108465 x 25 0.319276 x 26 0.0561156 x 27 0.0317981 x 28 0.224848 x 29 0.180423 x 30 0.311425 x 31 0.111582 x 32 0.191177 x 33 0.0938048 x 34 0.483732 x 35 0.742896 x 37 0.203852 x 38 0.082062 x 39 0.808322 x 40 0.0855863 x 41 0.034274 x 42 0.790477 x 43 0.0200961 x 44 0.0146478 x 45 0.376804 x 46 0.00125467 x 47 0.455146 x 48 0.950659 x 49 0.00729656 x 50 0.556811 x 51 1.03167 x 52 0.156198 x 53 0.00726007 x 54 0.868133 x 55 0.00699614 x 56 1.31306 x 57 22.7891 x 58 0.0862405 x 11 0.0317925 x 12 0.617896 x 13 1.81613 x 14 0.0538829 x 15 0.656849 x 16 1.23412 x 18 0.0542401 x 19 2.39415 x 20 0.462153 x 21 0.744303 x 22 0.175292 x 23 3.90477e-05 x 24 3.69785 x 25 1.06766 x 26 0.717533 x 28 0.401582 x 29 0.0710168 x 30 0.00692698 x 31 0.232853 x 32 0.208252 x 33 0.38704 x 34 0.820242 x 35 0.0316657 x 36 0.217713 x 37 0.0431079 x 38 0.0935318 x 39 0.0950439 x 40 0.8058 x 41 0.211658 x 42 0.574605 x 43 0.0996158 x 44 0.923145 x 45 0.0728327 x 46 0.482356 x 47 0.0885808 x 48 0.194262 x 49 0.0966926 x 50 0.0471221 x 51 1.09425 x 52 0.195777 x 53 0.025592 x 54 0.103006 x 55 0.00177968 x 56 0.341356 x 57 9.96991 x 58 78 v 4.35798 2.64202 7 12-7.6200210 13 38 44 0.174317 x 97 1.50249 x 98 3.88686 x 99 0.431395 x 100 2.26165 x 104 0.135255 x 105 0.0557783 x 106 0.0174154 x 108 0.00440784 x 109 11.2341 x 115 0.11596 x 97 1.33055 x 98 0.117445 x 99 0.0741939 x 100 0.00186602 x 101 0.980474 x 104 0.0836633 x 105 0.00056404 x 106 0.365459 x 107 0.545481 x 108 0.424239 x 109 0.339671 x 112 59.9157 x 115 0.544818 x 13 0.0182993 x 14 0.500787 x 15 0.524685 x 16 0.464506 x 19 0.114543 x 22 0.670066 x 23 0.20445 x 24 0.505932 x 25 0.767971 x 26 1.30708 x 27 1.23384 x 29 0.0429917 x 30 0.811883 x 31 0.00333529 x 32 0.442367 x 33 0.237296 x 34 0.027092 x 35 0.0225853 x 37 2.03795 x 39 0.549709 x 40 0.957553 x 41 2.00308 x 43 1.08622 x 44 0.0688635 x 45 0.106844 x 46 0.940713 x 47 0.0599852 x 48 0.285256 x 49 0.203723 x 50 0.495934 x 51 0.0572452 x 52 0.0181797 x 53 0.137485 x 54 0.21048 x 55 2.3189 x 56 0.269501 x 57 32.0434 x 58 0.360137 x 12 0.0995975 x 13 0.635991 x 14 0.123428 x 15 4.66366 x 16 1.63136 x 19 0.414853 x 20 1.32016 x 21 0.46651 x 22 0.00338365 x 23 2.5101 x 24 0.991739 x 25 0.501851 x 26 0.648181 x 27 0.000887516 x 28 0.00315483 x 29 2.24794 x 30 0.0300452 x 31 0.563272 x 32 2.18368 x 33 0.00274666 x 34 0.0638942 x 35 0.0143684 x 37 0.242624 x 38 0.083461 x 39 0.115646 x 40 0.0126942 x 41 0.0359772 x 42 1.55356 x 43 0.0557414 x 44 0.0981651 x 45 1.09176 x 46 0.00737683 x 47 0.00169773 x 48 0.253628 x 49 0.564002 x 50 0.0533694 x 51 0.000126159 x 52 0.0258351 x 53 0.0155151 x 54 0.0720976 x 55 0.195181 x 56 0.243411 x 57 7.50068 x 58 79 v 3.55723 3.44277 7 8-8.4532915 19 47 48 0.00363786 x 97 0.427458 x 98 0.00733054 x 99 1.88091 x 100 0.231395 x 101 0.454395 x 104 0.0210199 x 105 0.115019 x 106 0.59718 x 107 0.387773 x 108 0.00195144 x 109 0.117827 x 111 0.0333597 x 112 0.00364624 x 113 15.2589 x 115 0.0767691 x 97 1.29442 x 98 0.98041 x 99 0.00446842 x 100 0.00671579 x 101 0.00011659 x 102 0.00610124 x 103 2.26483 x 104 0.245595 x 105 0.0775325 x 106 0.160877 x 107 0.241286 x 108 0.040542 x 109 0.0747175 x 110 1.23816 x 111 0.131483 x 112 0.182217 x 113 0.467758 x 114 28.9633 x 115 0.353034 x 11 0.00507888 x 12 0.251323 x 13 0.0067453 x 14 0.134858 x 15 0.0366525 x 16 1.00525 x 18 0.0464442 x 19 0.0214913 x 20 0.033735 x 21 0.000147274 x 22 0.287678 x 23 0.0177455 x 24 0.00234593 x 25 0.0630755 x 26 0.120003 x 27 0.0245339 x 28 0.0548382 x 29 0.000453529 x 30 0.0157941 x 31 1.09687 x 32 0.0477009 x 33 0.0262625 x 34 0.124939 x 35 0.125491 x 36 0.246333 x 37 0.100137 x 38 0.0540839 x 39 0.155985 x 40 0.343959 x 41 0.28654 x 42 1.58024 x 43 0.0293445 x 44 1.11277 x 45 0.850272 x 46 0.772321 x 47 0.0870383 x 48 0.538368 x 49 0.330225 x 50 0.0336179 x 51 0.286282 x 52 0.62888 x 53 0.0439722 x 54 0.578384 x 55 1.14437 x 56 1.14767 x 57 14.2043 x 58 0.239356 x 10 0.037021 x 11 0.810328 x 12 0.208684 x 13 1.13837 x 14 0.328995 x 15 0.79283 x 16 1.3836 x 17 0.513005 x 18 0.613536 x 19 0.00262171 x 20 0.468215 x 21 0.206648 x 22 0.0854467 x 23 0.0529987 x 24 0.572841 x 25 0.332618 x 26 0.116315 x 27 0.0111643 x 28 0.14706 x 29 0.0390515 x 30 0.216774 x 31 0.705303 x 33 0.692205 x 34 0.0228621 x 35 0.40505 x 36 0.915887 x 37 0.196458 x 38 1.89094 x 39 0.687092 x 40 0.982182 x 41 0.512641 x 42 0.00947855 x 43 1.04505 x 44 0.542373 x 45 0.16417 x 46 0.00548073 x 47 6.04872e-05 x 48 0.137379 x 49 0.0830866 x 50 0.101285 x 51 0.0383681 x 52 0.00297432 x 53 0.000814736 x 54 0.258399 x 55 0.000387867 x 56 0.152567 x 57 9.67169 x 58 80 v 4.28444 2.71556 7 14-7.67103 7 10 30 38 4.16779 x 97 0.0736565 x 98 2.97751 x 99 2.75387 x 104 0.108474 x 105 0.000902444 x 106 13.9351 x 115 1.98243 x 97 0.537568 x 98 0.107986 x 99 0.353107 x 100 0.0444201 x 104 0.79934 x 105 0.0410609 x 106 2.14994 x 108 0.111627 x 109 67.8542 x 115 2.49676 x 14 1.61004 x 15 0.0232038 x 16 0.25698 x 19 1.61726 x 23 0.39119 x 24 1.3234 x 25 0.0736166 x 27 0.0223741 x 29 0.12047 x 31 1.36018 x 32 0.160502 x 33 0.0905205 x 34 0.172967 x 35 0.509701 x 37 0.307442 x 39 0.25625 x 40 0.0056089 x 43 0.290737 x 45 0.000327211 x 46 0.246852 x 47 0.102045 x 48 1.22799 x 49 0.0237829 x 51 0.727822 x 52 0.0423305 x 53 0.137637 x 54 0.189229 x 56 1.60319 x 57 44.5915 x 58 0.983023 x 13 0.0096472 x 14 4.45709 x 15 0.419589 x 16 3.71012 x 19 0.680482 x 22 3.05428 x 23 0.202203 x 24 0.401234 x 25 0.086408 x 26 0.459018 x 27 2.28277 x 29 0.176028 x 30 0.890767 x 31 1.15406 x 32 0.0526946 x 33 0.0490054 x 34 2.05499 x 35 0.401132 x 37 0.168569 x 39 7.98501e-05 x 40 0.203069 x 41 0.455879 x 43 0.324532 x 44 0.11502 x 45 0.189007 x 46 2.68967 x 47 0.0482816 x 48 0.72601 x 49 0.0156917 x 50 0.169524 x 51 0.0682963 x 52 0.0320464 x 53 0.0316999 x 54 0.00680103 x 55 0.052974 x 56 0.407289 x 57 10.7881 x 58 81 v 4.1688 2.8312 7 8-7.6402116 18 45 49 0.0173701 x 97 0.0075249 x 98 1.23909 x 99 0.170901 x 100 2.682 x 101 0.175977 x 102 0.180625 x 104 0.00215265 x 105 0.00264098 x 106 1.47846 x 107 1.03603 x 108 0.0152924 x 109 0.129591 x 111 0.00133894 x 112 6.31875e-05 x 113 7.51027 x 115 0.109181 x 97 0.243531 x 98 0.52557 x 99 1.35723 x 100 0.000588861 x 101 0.156935 x 102 0.0283242 x 103 0.00670784 x 104 0.0494207 x 105 0.00441484 x 106 0.049083 x 107 0.442792 x 108 0.155033 x 109 0.501019 x 110 0.139356 x 111 0.122536 x 112 0.326364 x 114 37.1318 x 115 0.00827008 x 11 0.190373 x 12 0.0037727 x 13 0.315489 x 14 0.0619582 x 16 0.0528916 x 18 0.0168405 x 19 0.506304 x 20 0.0146721 x 21 0.572516 x 22 0.334241 x 23 0.111251 x 24 0.113485 x 25 0.0008572 x 26 0.197163 x 27 0.0137686 x 28 5.44806e-05 x 29 0.3933 x 30 2.03022 x 31 0.0755489 x 32 0.625709 x 33 1.02511 x 34 0.293312 x 35 0.0465124 x 36 1.03937 x 37 0.0246042 x 38 1.64962 x 39 0.645613 x 40 0.127041 x 41 0.172095 x 42 0.00502817 x 43 0.1752 x 44 0.0643859 x 45 0.00818763 x 46 1.36894 x 48 1.06486 x 49 0.209636 x 50 0.0286259 x 51 0.0239057 x 52 0.263228 x 53 0.0319667 x 54 0.00256644 x 55 0.226596 x 56 2.01864 x 57 17.1964 x 58 0.025764 x 10 0.0924774 x 11 0.0187017 x 12 1.46854 x 13 0.845646 x 14 0.970535 x 15 1.82496 x 16 0.05134 x 17 0.21946 x 18 0.25462 x 19 0.581107 x 20 0.227137 x 21 1.53568 x 22 1.26469 x 23 0.0550976 x 24 0.00649719 x 25 0.035041 x 26 0.634826 x 27 0.029074 x 28 0.102373 x 29 0.320132 x 30 0.0335911 x 31 0.344152 x 32 0.0628381 x 33 1.06754 x 34 0.136322 x 35 0.0446802 x 36 0.0583835 x 37 0.389086 x 38 0.577098 x 39 0.0923742 x 40 0.0143703 x 41 0.636891 x 42 0.326307 x 43 0.206202 x 44 0.191637 x 45 0.0483916 x 46 0.0379108 x 47 0.024427 x 48 0.166975 x 49 0.0720202 x 50 0.603423 x 51 0.0153558 x 52 0.0120407 x 53 0.00441479 x 54 0.000308116 x 55 0.0920244 x 56 0.531383 x 57 6.29529 x 58 82 v 3.90705 3.09295 7 14-7.80054 7 10 30 38 0.0575766 x 97 0.800391 x 98 2.19405 x 99 0.360222 x 104 1.66176 x 105 0.0837812 x 106 24.1433 x 115 0.0130508 x 97 0.295637 x 98 0.0417088 x 99 0.195242 x 100 0.191541 x 104 0.0737755 x 105 0.000395847 x 106 0.632527 x 108 0.647362 x 109 66.6069 x 115 0.161295 x 14 0.0046641 x 15 0.555663 x 16 0.164103 x 19 0.22473 x 23 0.128477 x 24 0.892039 x 25 0.0268801 x 27 0.518026 x 29 0.698608 x 31 0.472098 x 32 0.12515 x 33 0.13382 x 34 0.14472 x 35 0.0319859 x 37 0.142925 x 39 0.242911 x 40 3.16607 x 43 0.0348522 x 45 3.04892 x 46 0.105549 x 47 1.54475 x 48 3.0043 x 49 0.0183982 x 51 0.00974948 x 52 0.144825 x 53 0.120929 x 54 0.883925 x 56 1.46645 x 57 36.4816 x 58 0.0865654 x 13 0.0647424 x 14 0.352276 x 15 1.65669 x 16 2.50245 x 19 3.16823 x 22 0.00522071 x 23 4.09844 x 24 1.61 x 25 0.0257998 x 26 0.246434 x 27 0.608978 x 29 0.189157 x 30 0.375808 x 31 0.907639 x 32 1.97228 x 33 0.270434 x 34 0.0594557 x 35 0.657639 x 37 0.00865888 x 39 0.183034 x 40 0.621626 x 41 0.216603 x 43 0.00235867 x 44 0.0260203 x 45 0.394146 x 46 0.0154055 x 47 0.157621 x 48 0.0719526 x 49 0.0332272 x 50 0.110606 x 51 0.269838 x 52 0.000519218 x 53 0.0180395 x 54 0.0507634 x 55 0.338654 x 56 0.639531 x 57 21.2838 x 58 83 v 3.60035 3.39965 7 2-8.1215617 16 40 47 0.00773339 x 98 0.000210675 x 99 0.352761 x 100 0.0551918 x 101 0.395947 x 102 0.0272635 x 103 0.0223888 x 104 0.0177681 x 106 0.0138042 x 107 0.00598926 x 108 0.0366076 x 109 0.114397 x 110 0.0222599 x 111 0.0281558 x 112 0.0149491 x 113 0.0545072 x 114 3.62932 x 115 0.00439579 x 97 0.107292 x 98 0.106597 x 99 0.051275 x 100 0.435507 x 101 0.147587 x 102 0.298898 x 104 0.000434026 x 105 0.0201433 x 106 0.0791698 x 107 0.059269 x 108 0.0286032 x 109 0.0515065 x 111 0.0431393 x 112 0.0464712 x 113 7.72029 x 115 0.00081487 x 10 0.022299 x 11 0.042638 x 12 0.00784497 x 13 0.0355307 x 14 0.0467425 x 17 0.0160712 x 18 0.10096 x 20 0.0248784 x 21 0.00372053 x 22 0.0010667 x 23 0.0176495 x 24 0.003504 x 26 0.0111132 x 27 0.105534 x 28 0.0159151 x 29 0.0851987 x 30 0.000523874 x 31 0.0497017 x 33 0.0217149 x 34 0.0719576 x 35 0.0036694 x 36 0.0306683 x 37 0.0792117 x 38 0.0304341 x 40 0.0923615 x 41 0.00157428 x 42 0.0148182 x 44 0.0213863 x 45 0.0339608 x 46 0.320796 x 48 0.0582486 x 49 0.183956 x 50 0.213616 x 51 0.0221468 x 52 3.04569e-05 x 53 1.61512e-05 x 55 0.280498 x 56 0.791134 x 57 4.33675 x 58 0.00314122 x 11 0.182658 x 12 0.860355 x 13 0.234375 x 14 0.0897059 x 15 0.0712017 x 16 0.151146 x 18 0.318378 x 19 0.0518966 x 20 0.00104362 x 21 0.0379518 x 22 0.289036 x 23 0.00116037 x 24 0.074889 x 25 0.0147765 x 26 0.0170126 x 27 0.0354157 x 28 0.105065 x 29 0.0829824 x 30 0.0611036 x 31 0.51827 x 32 0.255344 x 33 0.117698 x 34 0.341492 x 35 0.000815298 x 36 0.0159021 x 37 0.242435 x 38 0.0579805 x 39 0.117208 x 40 7.51157e-05 x 41 0.0552064 x 42 0.101224 x 43 0.0446609 x 44 0.27557 x 45 0.00015392 x 46 0.0921023 x 47 0.00307265 x 48 0.0015982 x 49 0.0114808 x 50 0.0404763 x 51 0.0255141 x 52 0.000146218 x 53 0.00669146 x 54 0.034516 x 55 0.0338735 x 56 0.273446 x 57 1.44893 x 58 84 v 3.88512 3.11488 7 16-7.76121 5 7 20 30 1.06328 x 97 1.42442 x 98 4.81797 x 105 0.839108 x 106 25.6931 x 115 0.211932 x 97 0.0136418 x 98 0.0680337 x 99 0.211764 x 104 0.128152 x 105 0.312841 x 106 77.2153 x 115 0.242569 x 15 0.726011 x 16 1.27428 x 19 0.719159 x 23 0.0245241 x 25 0.0179575 x 29 1.49017 x 32 1.01706 x 33 1.09018 x 35 0.0157428 x 39 0.372403 x 40 1.58278 x 43 0.421194 x 46 0.231563 x 47 1.10937 x 48 0.7327 x 52 0.0013201 x 54 0.0163899 x 56 0.74747 x 57 50.3289 x 58 0.0645267 x 14 0.00891049 x 15 2.35241 x 16 2.55517 x 19 6.12173 x 23 4.5598 x 24 1.67746 x 25 0.00300425 x 27 0.931004 x 29 0.269017 x 31 2.41282 x 32 0.210398 x 33 0.102987 x 34 0.042129 x 35 0.0535793 x 37 1.36258 x 39 0.0623298 x 40 0.542285 x 43 0.942306 x 45 0.236587 x 46 0.0964258 x 47 0.790032 x 48 1.26932 x 49 0.000104855 x 51 0.385613 x 52 0.0280464 x 53 0.196009 x 54 0.576777 x 56 0.517826 x 57 21.4664 x 58 85 v 3.96079 3.03921 7 16-7.60609 5 7 20 30 4.31233 x 97 3.853 x 98 0.405685 x 105 0.602373 x 106 23.4535 x 115 1.11721 x 97 0.000223991 x 98 0.190245 x 99 0.155423 x 104 0.299427 x 105 0.0541538 x 106 77.5556 x 115 1.39822 x 15 2.7811 x 16 0.227695 x 19 0.195748 x 23 0.650892 x 25 0.177824 x 29 0.0187819 x 32 0.0869368 x 33 0.0070276 x 35 0.973861 x 39 0.856713 x 40 0.596183 x 43 0.322139 x 46 0.0347047 x 47 0.675174 x 48 0.0400197 x 52 0.123222 x 54 0.122644 x 56 1.81466 x 57 52.2689 x 58 0.311761 x 14 0.0138466 x 15 6.3218 x 16 0.0571262 x 19 0.717423 x 23 0.0795187 x 24 2.41325 x 25 0.950759 x 27 1.19085 x 29 1.46524 x 31 0.154872 x 32 1.72434 x 33 1.07631 x 34 0.000386122 x 35 0.229029 x 37 0.00519087 x 39 0.39881 x 40 0.772261 x 43 0.762825 x 45 0.0407333 x 46 0.869229 x 47 0.332897 x 48 1.11613 x 49 0.282118 x 51 0.0147111 x 52 0.0483502 x 53 0.00398406 x 54 0.0349986 x 56 2.72012 x 57 24.518 x 58 86 v 3.5907 3.4093 7 8-7.9799215 19 47 48 0.00389094 x 98 0.0742417 x 99 0.000751967 x 100 0.181891 x 101 0.224134 x 102 0.586858 x 104 0.875953 x 105 0.0986761 x 106 0.0487519 x 107 0.727016 x 108 0.828856 x 109 0.0978215 x 111 7.89724e-05 x 112 0.010188 x 113 15.515 x 115 0.000227957 x 97 0.04816 x 98 0.0496098 x 99 0.139768 x 100 0.000128905 x 101 0.191067 x 102 0.208585 x 103 0.297069 x 104 0.0313232 x 105 0.187949 x 106 0.0810257 x 107 0.13895 x 108 0.312597 x 109 0.00390026 x 110 0.0359814 x 111 0.887801 x 112 0.257554 x 113 0.437887 x 114 33.4158 x 115 0.0046392 x 11 0.0576899 x 12 0.00239011 x 13 0.095152 x 14 0.00167575 x 15 0.00187226 x 16 0.0347121 x 18 0.487635 x 19 0.210428 x 20 0.00457779 x 21 0.163686 x 22 0.13926 x 23 0.545675 x 24 0.915362 x 25 0.0148995 x 26 0.020522 x 27 0.197865 x 28 0.0231797 x 29 0.00406009 x 30 0.0265526 x 31 0.0613196 x 32 0.0230117 x 33 0.25789 x 34 0.12743 x 35 0.154668 x 36 0.0105608 x 37 0.0913021 x 38 0.00268754 x 39 0.0420251 x 40 0.309144 x 41 0.017836 x 42 0.396356 x 43 0.0476903 x 44 0.464619 x 45 0.185812 x 46 0.300631 x 47 0.45557 x 48 0.164029 x 49 1.13806 x 50 0.285293 x 51 0.158222 x 52 9.83268e-05 x 53 0.327282 x 54 0.0161207 x 55 0.0654261 x 56 3.8263 x 57 16.8442 x 58 0.0664582 x 10 0.128395 x 11 0.00026482 x 12 0.454406 x 13 0.511141 x 14 0.00955598 x 16 0.150711 x 17 1.48298 x 18 0.554364 x 19 1.81215 x 20 1.0078 x 21 0.293798 x 22 0.766848 x 23 0.451123 x 24 0.140049 x 25 0.053031 x 26 8.5032e-05 x 27 0.249202 x 28 0.102409 x 29 0.170579 x 30 0.491288 x 31 1.41779 x 32 0.360475 x 33 0.000947132 x 34 0.145448 x 35 0.64546 x 36 0.0777797 x 37 1.51029 x 38 0.783971 x 39 0.0515547 x 40 0.0448557 x 41 0.0428196 x 42 0.794346 x 43 0.0137474 x 44 0.330133 x 45 0.203433 x 46 1.06658 x 47 0.0926395 x 48 0.0640706 x 49 0.942403 x 50 0.118341 x 51 0.878009 x 52 0.309668 x 53 0.0018236 x 54 0.277495 x 55 0.00434329 x 56 0.792599 x 57 7.40628 x 58 87 v 3.32563 3.67437 7 10-8.17119 3 5 9 20 0.0220355 x 97 0.677223 x 105 26.0444 x 115 0.00523885 x 97 0.00234255 x 98 0.142773 x 105 0.0980891 x 106 43.0077 x 115 0.000633452 x 16 0.125714 x 19 0.12105 x 25 0.558809 x 32 0.0116268 x 39 1.56577 x 43 0.66523 x 47 0.350717 x 54 29.8567 x 58 9.15418e-05 x 15 0.00356376 x 16 0.0948276 x 19 0.0815868 x 23 5.09203 x 25 0.728639 x 29 0.00915507 x 32 1.02486 x 33 1.68275 x 35 0.0820581 x 39 0.145288 x 40 1.69387 x 43 0.321226 x 46 0.00417587 x 47 0.00620604 x 48 0.903964 x 52 0.208584 x 54 0.00367619 x 56 0.0726673 x 57 24.5844 x 58 88 v 3.4517 3.5483 7 4-8.021813 15 43 47 0.00186893 x 97 0.195943 x 98 0.274535 x 99 1.08299 x 100 0.00512345 x 101 0.293329 x 104 0.00624583 x 105 0.0316971 x 106 0.289845 x 107 0.0205708 x 108 0.0101806 x 109 0.011646 x 112 7.96912 x 115 0.0127198 x 97 0.122177 x 98 0.4362 x 99 0.0736206 x 101 0.0151488 x 102 0.742408 x 104 0.00501904 x 105 0.0458984 x 106 0.000434082 x 107 0.00511189 x 108 0.349931 x 109 0.0968171 x 111 0.0451159 x 112 0.0171474 x 113 15.8389 x 115 0.0767585 x 12 0.0722974 x 13 0.139803 x 14 0.0589186 x 15 0.0784015 x 16 0.00498582 x 19 0.247994 x 20 0.0054794 x 21 0.0100013 x 22 0.0112241 x 23 0.0265688 x 24 0.128309 x 25 0.00179697 x 26 0.010717 x 27 0.0238038 x 28 0.156636 x 29 0.105011 x 30 0.000155797 x 31 0.132113 x 32 0.0149813 x 33 0.0411007 x 35 0.080978 x 37 0.0106199 x 38 0.0358569 x 39 0.673421 x 40 0.00584351 x 41 0.0130881 x 42 0.0025025 x 43 0.135538 x 44 0.100164 x 45 0.136372 x 46 0.0224446 x 47 0.195005 x 48 0.000135083 x 49 0.00484882 x 50 0.320038 x 51 0.119562 x 52 0.0712868 x 53 0.0050495 x 54 0.00929025 x 55 0.071225 x 56 1.13363 x 57 9.31276 x 58 0.0675346 x 11 0.0825401 x 12 0.119141 x 13 0.853593 x 14 0.00271646 x 15 0.807041 x 16 0.43937 x 18 0.389275 x 19 0.140522 x 20 0.00205106 x 21 0.222311 x 22 1.41707e-05 x 23 0.0745193 x 24 0.067052 x 25 0.00975034 x 26 0.04174 x 27 0.325192 x 28 0.240939 x 29 0.248667 x 30 0.0109084 x 31 0.0320864 x 32 0.144094 x 33 0.0537397 x 34 0.0612238 x 35 0.00578489 x 36 0.513018 x 37 0.108901 x 38 0.00012479 x 39 0.290292 x 40 0.0731998 x 41 0.00212174 x 42 0.721292 x 43 0.0842272 x 44 0.442709 x 45 0.096561 x 46 0.0830682 x 47 0.632739 x 48 0.302294 x 49 0.352939 x 50 0.139931 x 51 0.00999714 x 52 0.113948 x 53 0.0022976 x 54 0.0153948 x 55 0.598679 x 56 0.462769 x 57 4.70469 x 58 89 v 3.46037 3.53963 7 6-8.0121616 16 41 46 0.00515895 x 98 0.0395648 x 100 0.0501673 x 101 0.00572022 x 102 1.22996 x 103 0.129126 x 104 0.0545636 x 106 0.688376 x 107 0.0621147 x 108 0.000908281 x 109 0.0892466 x 110 0.115406 x 111 0.0528785 x 112 0.035208 x 113 0.0031628 x 114 12.6761 x 115 0.0107567 x 97 0.104408 x 98 0.127966 x 99 0.180734 x 100 0.391446 x 101 0.796023 x 102 0.768412 x 104 0.286474 x 105 0.031361 x 106 0.0148011 x 107 0.105161 x 108 1.07069 x 109 0.309278 x 111 0.196317 x 112 0.0083274 x 113 22.3598 x 115 0.0523929 x 10 0.0184959 x 11 0.00193944 x 12 3.71454e-05 x 13 0.00279343 x 14 0.0022982 x 15 0.206567 x 17 0.0143117 x 18 0.06305 x 20 0.00443425 x 21 0.317055 x 22 0.00775365 x 23 0.0386043 x 24 0.043455 x 26 0.0233133 x 27 0.0145407 x 28 0.0415815 x 29 0.755883 x 30 0.0500123 x 31 0.00987681 x 33 0.109185 x 34 0.00970673 x 35 0.00925958 x 36 0.166975 x 37 0.00776432 x 38 0.185099 x 40 0.0452382 x 41 0.031259 x 42 0.00935977 x 44 0.018443 x 45 0.0449334 x 46 1.10892 x 48 0.0836767 x 49 0.00151695 x 50 0.0355453 x 51 0.381043 x 52 0.00197304 x 53 0.782909 x 55 0.0463364 x 56 3.95243 x 57 12.0621 x 58 0.421514 x 11 0.630534 x 12 0.276805 x 13 0.354172 x 14 0.681568 x 15 0.272856 x 16 0.774984 x 18 0.462747 x 19 0.0383984 x 20 0.114193 x 21 0.164157 x 22 0.0719298 x 23 0.972016 x 24 1.09376 x 25 1.1986 x 26 0.0926096 x 27 0.0783301 x 28 0.592442 x 29 0.802914 x 30 0.00178973 x 31 0.68208 x 32 0.142032 x 33 0.264879 x 34 0.304406 x 35 0.0120512 x 36 0.0404341 x 37 0.257311 x 38 0.620516 x 39 0.000721603 x 40 0.00128746 x 41 0.0140198 x 42 0.184715 x 43 0.0110921 x 45 1.20547 x 46 0.0955158 x 47 0.114086 x 48 0.506404 x 49 0.00716047 x 50 0.232708 x 51 0.0535745 x 52 0.0429717 x 53 0.00907193 x 54 0.0970163 x 55 0.191213 x 56 0.988745 x 57 6.06165 x 58 90 v 3.82618 3.17382 7 8-7.5151413 16 44 46 0.00796619 x 97 0.0307343 x 98 0.000563358 x 99 0.191011 x 100 0.143292 x 101 1.05528 x 104 0.82842 x 105 0.00215768 x 106 0.0557734 x 107 1.17338 x 108 0.0192906 x 109 0.155702 x 112 13.7267 x 115 0.0392025 x 97 0.108912 x 98 0.015206 x 99 0.0655988 x 100 0.00707135 x 101 0.00935626 x 102 0.145948 x 104 0.332863 x 105 0.152198 x 106 0.0260921 x 107 7.6996e-05 x 108 0.697625 x 109 0.168872 x 111 0.00063609 x 112 0.0718655 x 113 36.7676 x 115 0.0642798 x 12 0.0455506 x 13 0.000150779 x 14 0.00931816 x 15 0.0456398 x 16 0.144738 x 19 0.29274 x 20 2.96504e-05 x 21 0.000310706 x 22 0.12731 x 23 0.672825 x 24 0.19947 x 25 0.337606 x 26 0.0514524 x 27 0.015662 x 28 0.262835 x 29 0.0751393 x 30 0.00655823 x 31 0.133495 x 32 0.00172782 x 33 0.0935484 x 34 0.555068 x 35 0.585705 x 37 0.948315 x 38 0.0359713 x 39 0.0378288 x 40 3.99293e-05 x 41 0.0712413 x 42 0.582294 x 43 0.0186506 x 44 0.204514 x 45 0.228396 x 46 0.000444127 x 47 0.0241455 x 48 0.00445152 x 49 0.124211 x 50 0.114712 x 51 0.0112945 x 52 0.333934 x 53 0.0222697 x 54 0.18434 x 55 1.05664 x 56 2.66778 x 57 20.2167 x 58 0.00892708 x 11 0.0178204 x 12 0.13089 x 13 0.00106162 x 14 0.0116134 x 15 0.192805 x 16 0.477063 x 18 0.571577 x 19 1.76505 x 20 0.0532458 x 21 0.634372 x 22 2.42154 x 23 0.306732 x 24 0.0583296 x 25 1.42047 x 26 0.111512 x 27 0.733722 x 28 0.0207359 x 29 0.117426 x 30 1.10307 x 31 0.0142866 x 32 0.159298 x 33 0.00340028 x 34 0.014496 x 35 0.0269827 x 36 0.0028181 x 37 0.853517 x 38 0.00288595 x 39 0.0375445 x 40 0.460864 x 41 0.645272 x 42 0.32922 x 43 0.108065 x 45 0.160338 x 46 0.0647679 x 47 0.578668 x 48 0.0047596 x 49 0.133719 x 50 0.894848 x 51 0.0419964 x 52 0.0451129 x 53 0.0283888 x 54 0.00976875 x 55 0.0387036 x 56 0.336463 x 57 10.236 x 58 91 v 3.36371 3.63629 7 8-7.9227216 19 47 49 0.00235662 x 97 0.00912534 x 98 0.0499642 x 99 0.403408 x 100 0.337917 x 101 3.24404 x 102 0.000333845 x 104 0.279577 x 105 0.054917 x 106 0.246564 x 107 0.0985651 x 108 0.153504 x 109 0.0355687 x 111 0.00655332 x 112 0.00573918 x 113 16.162 x 115 0.0113308 x 97 5.74759e-05 x 98 0.0377958 x 99 0.0609261 x 100 0.604405 x 101 0.0107155 x 102 0.582586 x 103 0.149562 x 104 0.224862 x 105 0.000180112 x 106 0.853564 x 107 0.383896 x 108 0.0496108 x 109 0.0234056 x 110 0.144063 x 111 0.0480134 x 112 0.000324044 x 113 0.0389247 x 114 31.6852 x 115 0.012895 x 11 0.00456182 x 12 0.0395399 x 13 0.0141228 x 14 0.073226 x 15 0.0537911 x 16 0.070504 x 18 0.00620311 x 19 0.0519786 x 20 0.00201242 x 21 0.00123039 x 22 0.0143476 x 23 0.00323068 x 24 0.0257871 x 25 0.235019 x 26 0.101982 x 27 0.272723 x 28 0.115035 x 29 0.0471726 x 30 0.119289 x 31 0.163993 x 32 0.0369514 x 33 0.29288 x 34 0.172093 x 35 0.142145 x 36 0.175405 x 37 0.0584932 x 38 0.00568009 x 39 0.416612 x 40 0.0256801 x 41 0.072075 x 42 0.0291491 x 43 0.057531 x 44 0.0762686 x 45 0.166764 x 46 0.175132 x 47 0.0295606 x 48 0.150218 x 49 0.171445 x 50 0.0714224 x 51 0.0881212 x 52 0.409734 x 53 0.123553 x 54 0.0114479 x 55 0.830721 x 56 5.14234 x 57 16.5494 x 58 0.0240466 x 10 0.0129629 x 11 0.000413131 x 12 0.0587962 x 13 1.0777 x 14 2.82559 x 15 0.835723 x 16 0.00939222 x 17 0.200599 x 18 0.495883 x 19 0.904022 x 20 0.306302 x 21 0.0155682 x 22 0.161054 x 23 0.0547605 x 24 0.0402409 x 25 0.199479 x 26 0.129708 x 27 0.258062 x 28 0.280079 x 29 0.737974 x 30 1.36619 x 31 0.593226 x 32 0.0449931 x 33 0.00851337 x 34 0.363647 x 35 0.299597 x 36 0.0277717 x 37 0.000188778 x 38 0.4227 x 39 1.95395 x 40 0.454718 x 41 0.0603259 x 42 0.977254 x 43 0.00875499 x 44 0.0129793 x 45 0.0121998 x 46 0.0173045 x 47 0.393211 x 48 0.0169768 x 49 0.121573 x 50 0.142258 x 51 0.875555 x 52 0.0371003 x 53 0.0339276 x 54 0.483083 x 55 0.208089 x 56 0.46342 x 57 11.0621 x 58 92 v 3.83429 3.16571 7 8-7.3707716 19 46 49 0.00025494 x 97 0.0312132 x 98 0.0358605 x 99 0.141675 x 100 0.0209255 x 101 1.10975 x 102 0.0302959 x 104 1.15352 x 105 0.217387 x 106 0.342662 x 107 0.00282948 x 108 0.545575 x 109 0.0274261 x 111 0.0118535 x 112 0.005321 x 113 13.6488 x 115 0.00220677 x 97 0.0843748 x 98 0.0991074 x 99 0.533194 x 100 0.270242 x 101 0.0999853 x 102 0.375802 x 103 0.254074 x 104 0.51166 x 105 0.00467956 x 106 0.00257647 x 107 0.0230913 x 108 0.0357884 x 109 0.615014 x 110 0.466964 x 111 0.44485 x 112 0.0176114 x 113 0.0300393 x 114 34.8028 x 115 0.0630064 x 11 0.0156524 x 12 0.000177219 x 13 0.0141183 x 14 0.0227324 x 15 0.00184161 x 16 0.448345 x 18 6.8666e-05 x 19 0.0444321 x 20 0.0614211 x 21 0.169781 x 22 7.28689e-05 x 24 0.133197 x 25 0.118327 x 26 0.0634966 x 27 1.42477 x 28 0.086366 x 29 1.06028 x 30 0.0991592 x 31 0.030723 x 32 0.222234 x 33 0.0104165 x 34 0.0520974 x 35 0.726689 x 36 0.0513558 x 37 0.379497 x 38 0.00819886 x 39 0.352999 x 40 0.034888 x 41 0.18889 x 42 0.409983 x 43 0.137282 x 44 0.110604 x 45 0.109899 x 46 0.466819 x 47 0.176563 x 48 8.71128e-05 x 49 0.0034864 x 50 0.691246 x 51 0.0909594 x 52 0.13473 x 53 0.423848 x 54 0.20993 x 55 0.328743 x 56 1.8713 x 57 19.6234 x 58 0.0125677 x 10 0.0206697 x 11 0.138392 x 12 0.665256 x 13 0.859702 x 14 0.496886 x 15 0.185436 x 16 0.783454 x 17 0.00632735 x 18 0.0273236 x 19 0.72209 x 20 1.1832 x 21 0.0289819 x 22 0.159181 x 23 0.0133305 x 24 0.848693 x 25 0.0211436 x 26 0.613744 x 27 0.912914 x 28 0.55381 x 29 0.582072 x 30 0.0420282 x 31 0.450526 x 32 0.0923585 x 33 0.022172 x 34 1.15236 x 35 0.604242 x 36 0.0255596 x 37 1.05358 x 38 1.05199 x 39 0.000771439 x 40 0.0643133 x 41 0.00304459 x 42 0.733093 x 43 0.130626 x 44 0.224536 x 45 0.0174662 x 46 0.668741 x 47 0.0355995 x 48 0.000274597 x 49 0.0325065 x 50 0.0538529 x 51 0.277044 x 52 0.122823 x 53 0.0511754 x 54 0.15591 x 55 0.184174 x 56 1.33965 x 57 7.89975 x 58 93 v 3.75543 3.24457 7 4-7.3767310 13 38 44 0.00965961 x 97 0.124398 x 98 0.00308514 x 99 0.0258918 x 100 0.239345 x 104 0.668233 x 105 0.00915809 x 106 0.180945 x 108 0.241518 x 109 7.47598 x 115 0.0116402 x 97 0.107307 x 98 0.0125765 x 99 0.00195647 x 100 0.00635729 x 101 0.0024477 x 104 0.132302 x 105 0.166537 x 106 0.0110423 x 107 0.0955408 x 108 0.0593509 x 109 0.0989695 x 112 18.3156 x 115 0.0722094 x 13 0.00917634 x 14 0.0350618 x 15 0.000314836 x 16 1.92228e-05 x 19 0.0414426 x 22 0.139462 x 23 0.00837905 x 24 0.094498 x 25 0.287096 x 26 0.0227577 x 27 0.000459808 x 29 0.0469338 x 30 0.266616 x 31 0.000178091 x 32 0.225411 x 33 0.0771001 x 34 0.0867867 x 35 0.112968 x 37 0.231955 x 39 0.0691206 x 40 0.378651 x 41 0.0135637 x 43 0.000489395 x 44 0.0483099 x 45 0.000978133 x 46 0.0256949 x 47 0.0219631 x 48 0.0612626 x 49 0.0243764 x 50 0.314055 x 51 0.000566342 x 52 0.0125064 x 53 0.328522 x 54 0.186098 x 55 0.000453799 x 56 0.727921 x 57 11.0483 x 58 0.0257316 x 12 0.000905531 x 13 0.119468 x 14 0.10694 x 15 0.000274831 x 16 0.264899 x 19 0.365948 x 20 0.204859 x 21 0.000261758 x 22 0.00455557 x 23 0.213231 x 24 0.314397 x 25 0.840283 x 26 1.43486 x 27 0.125381 x 28 0.00691329 x 29 0.00496337 x 30 0.639681 x 31 0.433886 x 32 0.163042 x 33 0.0597617 x 34 0.0248333 x 35 0.00270533 x 37 0.0236482 x 38 0.0013399 x 39 0.022309 x 40 0.0486574 x 41 0.0414476 x 42 0.00961158 x 43 0.156462 x 44 0.0287114 x 45 0.0568397 x 46 0.00932992 x 47 0.0351316 x 48 0.0375915 x 49 0.0232673 x 50 0.419806 x 51 0.0351327 x 52 0.106062 x 53 0.0426771 x 54 0.00619074 x 55 0.647369 x 56 0.124922 x 57 5.74387 x 58 94 v 3.7412 3.2588 7 16-7.38979 5 7 20 30 1.5454 x 97 1.48022 x 98 3.64245 x 105 0.0265885 x 106 29.4458 x 115 0.551675 x 97 0.000151756 x 98 0.0829368 x 99 0.0570119 x 104 0.00494521 x 105 0.00585329 x 106 75.1563 x 115 0.593834 x 15 1.08619 x 16 0.0130927 x 19 0.388099 x 23 0.619418 x 25 9.69695e-05 x 29 1.22301 x 32 0.364473 x 33 0.240608 x 35 0.409074 x 39 2.60026 x 40 0.212352 x 43 0.183751 x 46 0.624387 x 47 0.191138 x 48 0.0212477 x 52 0.0449258 x 54 0.0139116 x 56 1.91527 x 57 49.1139 x 58 0.112844 x 14 0.00245253 x 15 1.68138 x 16 1.19804 x 19 0.245414 x 23 0.810972 x 24 0.0461427 x 25 0.211455 x 27 0.88478 x 29 1.75825 x 31 0.0642198 x 32 0.669732 x 33 2.66913 x 34 1.1146 x 35 0.340045 x 37 0.58362 x 39 0.0239864 x 40 0.00666248 x 43 0.524111 x 45 0.0179812 x 46 1.29245 x 47 0.501976 x 48 0.588342 x 49 0.197986 x 51 0.0759704 x 52 0.124186 x 53 0.000294289 x 54 0.265345 x 56 1.00548 x 57 35.1225 x 58 95 v 3.36583 3.63417 7 92-7.35519 19 49 49 0.496396 x 97 2.04998 x 98 2.33179 x 99 1.49284 x 100 1.73552 x 101 0.0580838 x 102 0.44284 x 103 4.43733 x 104 3.88837 x 105 1.70681 x 106 0.851558 x 107 4.02889 x 108 0.180876 x 109 0.00762208 x 110 0.00864347 x 111 1.62132 x 112 0.0679993 x 113 0.0869901 x 114 216.848 x 115 0.334925 x 97 0.799033 x 98 0.333259 x 99 0.733985 x 100 0.411742 x 101 0.680018 x 102 0.0317335 x 103 0.427785 x 104 0.864395 x 105 0.195657 x 106 0.247299 x 107 0.651415 x 108 1.20361 x 109 0.0771034 x 110 0.857789 x 111 1.70763 x 112 0.266977 x 113 0.244218 x 114 391.585 x 115 0.00996152 x 10 0.018114 x 11 0.0887807 x 12 0.140878 x 13 0.505818 x 14 0.22624 x 15 1.34803 x 16 0.038058 x 17 0.0707811 x 18 0.763203 x 19 0.10021 x 20 0.329705 x 21 0.197184 x 22 0.85143 x 23 0.403713 x 24 1.41052 x 25 0.224298 x 26 0.739846 x 27 0.679329 x 28 0.658823 x 29 1.26158 x 30 0.855503 x 31 1.08679 x 32 0.550393 x 33 2.0446 x 34 0.46075 x 35 0.573475 x 36 2.39646 x 37 0.114332 x 38 0.90302 x 39 2.08673 x 40 0.111501 x 41 0.257011 x 42 3.52098 x 43 0.474996 x 44 1.74512 x 45 2.93129 x 46 0.806785 x 47 1.94361 x 48 0.629442 x 49 1.78925 x 50 2.30204 x 51 0.895145 x 52 0.932217 x 53 0.196869 x 54 0.829134 x 55 3.27932 x 56 20.4888 x 57 245.383 x 58 0.0251051 x 10 0.106368 x 11 0.231503 x 12 0.6337 x 13 0.768546 x 14 2.22909 x 15 4.6087 x 16 0.00979722 x 17 0.670223 x 18 2.49154 x 19 1.23477 x 20 2.8308 x 21 1.092 x 22 2.88849 x 23 2.48009 x 24 7.97947 x 25 2.07985 x 26 2.14412 x 27 1.67571 x 28 3.01033 x 29 3.39763 x 30 4.20766 x 31 4.61368 x 32 2.71685 x 33 7.82417 x 34 3.7724 x 35 0.247139 x 36 5.12922 x 37 1.45636 x 38 3.28451 x 39 4.85931 x 40 1.42661 x 41 2.7507 x 42 1.53956 x 43 2.44301 x 44 1.14059 x 45 3.03103 x 46 5.53143 x 47 4.2686 x 48 2.45325 x 49 2.1536 x 50 2.25981 x 51 0.726156 x 52 0.477387 x 53 0.438401 x 54 0.982411 x 55 2.78894 x 56 17.5959 x 57 201.634 x 58 96 v 2.86956 4.13044 7 2976-5.4524319 19 49 49 0.333027 x 97 5.33608 x 98 6.9322 x 99 13.6393 x 100 10.9786 x 101 4.54935 x 102 1.49431 x 103 15.2482 x 104 19.45 x 105 3.30604 x 106 15.8878 x 107 19.7218 x 108 21.6948 x 109 3.96934 x 110 10.1578 x 111 17.6 x 112 3.62373 x 113 3.61612 x 114 9138.61 x 115 0.453887 x 97 6.97182 x 98 4.81258 x 99 5.80914 x 100 3.96491 x 101 1.9975 x 102 0.102183 x 103 9.19924 x 104 4.02438 x 105 1.7243 x 106 4.17911 x 107 7.50949 x 108 16.4766 x 109 0.626946 x 110 5.20032 x 111 7.25822 x 112 1.84821 x 113 1.65052 x 114 11431.9 x 115 0.017369 x 10 0.596745 x 11 1.07251 x 12 1.72356 x 13 1.26533 x 14 2.3576 x 15 1.65939 x 16 0.204439 x 17 1.65132 x 18 3.60803 x 19 5.17865 x 20 1.94988 x 21 3.47799 x 22 5.239 x 23 6.14351 x 24 8.3719 x 25 9.68348 x 26 8.78549 x 27 4.40733 x 28 6.57582 x 29 8.04111 x 30 10.6377 x 31 11.0124 x 32 11.775 x 33 8.54808 x 34 11.8399 x 35 3.95968 x 36 14.991 x 37 7.58528 x 38 15.5412 x 39 12.3251 x 40 11.2115 x 41 7.7024 x 42 16.2385 x 43 11.1249 x 44 14.5629 x 45 13.2675 x 46 11.6222 x 47 17.0056 x 48 11.9643 x 49 11.8961 x 50 19.7124 x 51 16.5238 x 52 9.74993 x 53 2.88286 x 54 15.4563 x 55 18.183 x 56 164.585 x 57 7975.85 x 58 0.021801 x 10 0.373778 x 11 5.49386 x 12 9.05751 x 13 13.0926 x 14 18.8608 x 15 10.7317 x 16 0.238192 x 17 3.72054 x 18 17.0888 x 19 10.5212 x 20 15.0659 x 21 22.1248 x 22 28.9261 x 23 23.9071 x 24 28.7623 x 25 24.2748 x 26 33.0004 x 27 17.3103 x 28 40.6658 x 29 22.8463 x 30 31.0451 x 31 47.0067 x 32 39.3205 x 33 28.1955 x 34 39.1663 x 35 9.57515 x 36 32.9588 x 37 16.9616 x 38 54.3534 x 39 42.1516 x 40 27.3687 x 41 19.0361 x 42 49.3579 x 43 28.9191 x 44 35.9639 x 45 44.8453 x 46 53.1825 x 47 44.075 x 48 37.3074 x 49 24.0339 x 50 37.3873 x 51 32.0079 x 52 16.1501 x 53 8.75153 x 54 25.5561 x 55 49.4845 x 56 316.889 x 57 10755 x 58 97 v 4.82767 3.17233 8 13-12.0927 0 0 32 38 8.96074 x 59 0.927822 x 60 0.0890832 x 62 0.924779 x 63 16.9074 x 64 0.831971 x 65 2.16898 x 66 6.27645 x 67 2.74629 x 68 0.534959 x 69 0.00175029 x 70 5.69562 x 73 0.572111 x 74 0.19807 x 75 3.62707 x 76 0.0802951 x 77 0.174317 x 78 0.00363786 x 79 4.16779 x 80 0.0173701 x 81 0.0575766 x 82 1.06328 x 84 4.31233 x 85 0.0220355 x 87 0.00186893 x 88 0.00796619 x 90 0.00235662 x 91 0.00025494 x 92 0.00965961 x 93 1.5454 x 94 0.496396 x 95 0.333027 x 96 7.75525 x 59 6.32409 x 60 3.06371 x 61 0.777525 x 62 1.14829 x 63 1.22254 x 64 0.638 x 65 0.768642 x 66 1.1652 x 67 3.77015 x 68 1.01479 x 69 0.00162913 x 70 0.02401 x 71 0.0322461 x 72 5.48271 x 73 1.13758 x 74 0.0419828 x 75 1.64242 x 76 0.163234 x 77 0.11596 x 78 0.0767691 x 79 1.98243 x 80 0.109181 x 81 0.0130508 x 82 0.00439579 x 83 0.211932 x 84 1.11721 x 85 0.000227957 x 86 0.00523885 x 87 0.0127198 x 88 0.0107567 x 89 0.0392025 x 90 0.0113308 x 91 0.00220677 x 92 0.0116402 x 93 0.551675 x 94 0.334925 x 95 0.453887 x 96 98 v 4.25473 3.74527 8 11-12.2549 0 0 35 37 3.93375 x 59 1.27262 x 60 0.220747 x 61 0.697837 x 62 0.00781694 x 63 1.05243 x 65 3.24994 x 66 6.78133 x 67 2.61304 x 68 0.133128 x 69 0.59708 x 70 0.414494 x 71 0.0229313 x 72 1.29981 x 73 1.72483 x 74 4.77358 x 76 0.642293 x 77 1.50249 x 78 0.427458 x 79 0.0736565 x 80 0.0075249 x 81 0.800391 x 82 0.00773339 x 83 1.42442 x 84 3.853 x 85 0.00389094 x 86 0.195943 x 88 0.00515895 x 89 0.0307343 x 90 0.00912534 x 91 0.0312132 x 92 0.124398 x 93 1.48022 x 94 2.04998 x 95 5.33608 x 96 8.03245 x 59 0.0617204 x 60 1.98792 x 61 0.312972 x 62 0.787369 x 63 1.16354 x 64 1.22808 x 65 1.8938 x 66 2.32608 x 67 2.45044 x 69 1.54424 x 70 2.2115 x 71 0.0714604 x 72 0.261359 x 73 4.27485 x 74 0.019893 x 75 0.11921 x 76 0.277869 x 77 1.33055 x 78 1.29442 x 79 0.537568 x 80 0.243531 x 81 0.295637 x 82 0.107292 x 83 0.0136418 x 84 0.000223991 x 85 0.04816 x 86 0.00234255 x 87 0.122177 x 88 0.104408 x 89 0.108912 x 90 5.74759e-05 x 91 0.0843748 x 92 0.107307 x 93 0.000151756 x 94 0.799033 x 95 6.97182 x 96 99 v 4.74804 3.25196 8 9-11.7164 0 0 30 35 1.71068 x 59 0.155434 x 60 2.34324 x 61 0.26092 x 62 1.60542 x 63 3.25712 x 65 4.39114 x 66 0.00204586 x 68 2.87618 x 69 0.0108974 x 70 0.714228 x 71 0.620927 x 72 0.371038 x 73 3.366 x 74 0.527883 x 76 0.511307 x 77 3.88686 x 78 0.00733054 x 79 2.97751 x 80 1.23909 x 81 2.19405 x 82 0.000210675 x 83 0.0742417 x 86 0.274535 x 88 0.000563358 x 90 0.0499642 x 91 0.0358605 x 92 0.00308514 x 93 2.33179 x 95 6.9322 x 96 7.21966 x 59 2.82934 x 60 0.016861 x 61 0.185097 x 62 2.1476 x 63 2.22931 x 65 1.9185 x 66 0.719582 x 67 0.0532408 x 68 0.0481932 x 69 0.865387 x 70 0.320396 x 71 1.85523 x 72 0.000137036 x 73 0.00535978 x 74 0.0395777 x 76 0.667705 x 77 0.117445 x 78 0.98041 x 79 0.107986 x 80 0.52557 x 81 0.0417088 x 82 0.106597 x 83 0.0680337 x 84 0.190245 x 85 0.0496098 x 86 0.4362 x 88 0.127966 x 89 0.015206 x 90 0.0377958 x 91 0.0991074 x 92 0.0125765 x 93 0.0829368 x 94 0.333259 x 95 4.81258 x 96 100 v 4.17663 3.82337 8 7-12.0587 0 0 27 30 0.810628 x 59 0.0261734 x 60 0.62466 x 61 0.345214 x 62 0.646265 x 63 1.48062 x 65 0.98993 x 68 1.35372 x 69 0.699048 x 70 0.48259 x 71 0.285931 x 72 0.154819 x 73 0.0640572 x 74 1.41893 x 77 0.431395 x 78 1.88091 x 79 0.170901 x 81 0.352761 x 83 0.000751967 x 86 1.08299 x 88 0.0395648 x 89 0.191011 x 90 0.403408 x 91 0.141675 x 92 0.0258918 x 93 1.49284 x 95 13.6393 x 96 6.45338 x 59 0.229811 x 60 0.311188 x 61 1.6694 x 62 2.24962 x 63 2.56277 x 65 1.17801 x 66 0.661289 x 68 0.137649 x 69 0.0481987 x 70 0.00382709 x 71 1.39094 x 72 0.271569 x 73 0.0215515 x 74 0.000910916 x 76 0.0118848 x 77 0.0741939 x 78 0.00446842 x 79 0.353107 x 80 1.35723 x 81 0.195242 x 82 0.051275 x 83 0.139768 x 86 0.180734 x 89 0.0655988 x 90 0.0609261 x 91 0.533194 x 92 0.00195647 x 93 0.733985 x 95 5.80914 x 96 101 v 4.28472 3.71528 8 5-11.8699 0 0 23 27 0.273854 x 59 0.0685002 x 60 0.661925 x 61 0.454363 x 62 0.678797 x 63 0.0591975 x 68 0.835434 x 69 0.142869 x 70 0.6323 x 71 1.05374 x 72 0.110582 x 74 0.0297349 x 77 0.231395 x 79 2.682 x 81 0.0551918 x 83 0.181891 x 86 0.00512345 x 88 0.0501673 x 89 0.143292 x 90 0.337917 x 91 0.0209255 x 92 1.73552 x 95 10.9786 x 96 4.92465 x 59 0.80035 x 60 0.0112425 x 61 2.09745 x 62 2.23823 x 63 0.916324 x 65 0.343464 x 68 0.0590633 x 69 0.146601 x 70 0.126459 x 71 0.218481 x 72 0.120688 x 73 0.127434 x 74 0.270845 x 77 0.00186602 x 78 0.00671579 x 79 0.000588861 x 81 0.435507 x 83 0.000128905 x 86 0.0736206 x 88 0.391446 x 89 0.00707135 x 90 0.604405 x 91 0.270242 x 92 0.00635729 x 93 0.411742 x 95 3.96491 x 96 102 v 3.98611 4.01389 8 3-12.0615 0 0 16 23 0.0558627 x 59 0.00929574 x 60 0.164261 x 61 0.147749 x 62 0.24783 x 69 0.127684 x 70 1.35989 x 71 0.0826144 x 72 0.175977 x 81 0.395947 x 83 0.224134 x 86 0.00572022 x 89 3.24404 x 91 1.10975 x 92 0.0580838 x 95 4.54935 x 96 3.04143 x 59 0.422667 x 60 0.0173705 x 61 2.50748 x 62 0.783061 x 63 0.2943 x 68 0.00489515 x 69 0.584996 x 70 0.0138385 x 71 0.0588846 x 72 0.0501508 x 74 0.157956 x 77 0.00011659 x 79 0.156935 x 81 0.147587 x 83 0.191067 x 86 0.0151488 x 88 0.796023 x 89 0.00935626 x 90 0.0107155 x 91 0.0999853 x 92 0.680018 x 95 1.9975 x 96 103 v 3.99961 4.00039 8 1-12.0155 0 0 7 12 0.0486207 x 61 0.599825 x 71 0.15679 x 72 0.0272635 x 83 1.22996 x 89 0.44284 x 95 1.49431 x 96 1.047 x 59 0.12413 x 60 1.14221 x 62 0.00123679 x 69 0.350472 x 70 0.00610124 x 79 0.0283242 x 81 0.208585 x 86 0.582586 x 91 0.375802 x 92 0.0317335 x 95 0.102183 x 96 104 v 4.26501 3.73499 8 9-11.1219 0 0 31 35 0.237117 x 59 0.727437 x 60 1.54337 x 61 1.27059 x 62 0.136669 x 63 0.0568315 x 65 0.000388173 x 66 0.313736 x 68 0.138305 x 69 1.17217 x 70 0.0505149 x 71 0.04541 x 72 0.0213004 x 73 0.0130764 x 74 1.53209 x 76 3.07219 x 77 2.26165 x 78 0.454395 x 79 2.75387 x 80 0.180625 x 81 0.360222 x 82 0.0223888 x 83 0.586858 x 86 0.293329 x 88 0.129126 x 89 1.05528 x 90 0.000333845 x 91 0.0302959 x 92 0.239345 x 93 4.43733 x 95 15.2482 x 96 0.776579 x 59 7.60143 x 60 1.53017 x 61 0.409609 x 62 0.00397629 x 63 0.466596 x 65 0.79681 x 66 0.638105 x 67 1.56731 x 68 0.0400281 x 69 0.0932429 x 70 0.685026 x 71 0.0967374 x 72 0.955928 x 73 0.305999 x 74 1.29147 x 76 0.156916 x 77 0.980474 x 78 2.26483 x 79 0.0444201 x 80 0.00670784 x 81 0.191541 x 82 0.298898 x 83 0.211764 x 84 0.155423 x 85 0.297069 x 86 0.742408 x 88 0.768412 x 89 0.145948 x 90 0.149562 x 91 0.254074 x 92 0.0024477 x 93 0.0570119 x 94 0.427785 x 95 9.19924 x 96 105 v 5.23947 2.76053 8 13-9.98996 0 0 33 38 0.0848281 x 59 1.51733 x 60 2.65156 x 62 2.98598 x 63 0.409881 x 64 1.02673 x 65 0.973774 x 66 0.387169 x 67 0.568254 x 68 1.5251 x 69 0.479778 x 70 0.533652 x 73 0.915248 x 74 14.2586 x 75 0.852021 x 76 0.320407 x 77 0.135255 x 78 0.0210199 x 79 0.108474 x 80 0.00215265 x 81 1.66176 x 82 4.81797 x 84 0.405685 x 85 0.875953 x 86 0.677223 x 87 0.00624583 x 88 0.82842 x 90 0.279577 x 91 1.15352 x 92 0.668233 x 93 3.64245 x 94 3.88837 x 95 19.45 x 96 0.0264217 x 59 11.2086 x 60 1.04519 x 61 3.45392 x 62 0.964001 x 63 1.42984 x 64 0.000237584 x 65 0.909003 x 66 1.324 x 67 2.04887 x 68 0.197964 x 69 3.6109 x 70 0.000984081 x 71 0.00951363 x 72 0.357745 x 73 0.0697559 x 74 0.155728 x 75 0.631917 x 76 0.200226 x 77 0.0836633 x 78 0.245595 x 79 0.79934 x 80 0.0494207 x 81 0.0737755 x 82 0.000434026 x 83 0.128152 x 84 0.299427 x 85 0.0313232 x 86 0.142773 x 87 0.00501904 x 88 0.286474 x 89 0.332863 x 90 0.224862 x 91 0.51166 x 92 0.132302 x 93 0.00494521 x 94 0.864395 x 95 4.02438 x 96 106 v 4.48156 3.51844 8 2-10.2971 0 0 35 38 0.00349985 x 59 0.152505 x 60 0.132013 x 61 0.00286626 x 62 0.239061 x 63 0.224876 x 65 0.0164235 x 66 0.00220878 x 67 0.197784 x 68 0.0827416 x 69 0.279268 x 70 0.221963 x 71 0.000110676 x 72 0.0158592 x 73 0.0244267 x 74 0.00975761 x 76 0.132331 x 77 0.0557783 x 78 0.115019 x 79 0.000902444 x 80 0.00264098 x 81 0.0837812 x 82 0.0177681 x 83 0.839108 x 84 0.602373 x 85 0.0986761 x 86 0.0316971 x 88 0.0545636 x 89 0.00215768 x 90 0.054917 x 91 0.217387 x 92 0.00915809 x 93 0.0265885 x 94 1.70681 x 95 3.30604 x 96 0.00471333 x 59 0.0953838 x 60 0.733964 x 61 0.902774 x 62 0.11946 x 63 0.27595 x 64 0.367817 x 65 0.267346 x 66 0.0106373 x 67 0.111852 x 68 0.245256 x 69 0.0225045 x 70 0.0127537 x 71 0.371169 x 72 0.0376329 x 73 0.000695331 x 74 0.240259 x 75 0.0723458 x 76 0.0204364 x 77 0.00056404 x 78 0.0775325 x 79 0.0410609 x 80 0.00441484 x 81 0.000395847 x 82 0.0201433 x 83 0.312841 x 84 0.0541538 x 85 0.187949 x 86 0.0980891 x 87 0.0458984 x 88 0.031361 x 89 0.152198 x 90 0.000180112 x 91 0.00467956 x 92 0.166537 x 93 0.00585329 x 94 0.195657 x 95 1.7243 x 96 107 v 4.60517 3.39483 8 5-10.1063 0 0 23 27 0.0123449 x 59 0.0243193 x 60 0.24033 x 61 0.436276 x 62 0.0292365 x 63 0.0275986 x 68 0.00533698 x 69 0.00661102 x 70 0.0497955 x 71 1.37857 x 72 0.0671395 x 74 0.247434 x 77 0.59718 x 79 1.47846 x 81 0.0138042 x 83 0.0487519 x 86 0.289845 x 88 0.688376 x 89 0.0557734 x 90 0.246564 x 91 0.342662 x 92 0.851558 x 95 15.8878 x 96 0.132827 x 59 4.97627 x 60 0.0191834 x 61 0.189327 x 62 0.0552319 x 63 0.119029 x 65 0.831299 x 68 0.984858 x 69 1.23121 x 70 0.348463 x 71 0.502792 x 72 0.0172121 x 73 0.192195 x 74 1.30337 x 77 0.365459 x 78 0.160877 x 79 0.049083 x 81 0.0791698 x 83 0.0810257 x 86 0.000434082 x 88 0.0148011 x 89 0.0260921 x 90 0.853564 x 91 0.00257647 x 92 0.0110423 x 93 0.247299 x 95 4.17911 x 96 108 v 4.41964 3.58036 8 7-10.2318 0 0 27 31 0.00665289 x 59 0.37539 x 60 0.101733 x 61 0.696223 x 62 0.163851 x 63 0.103609 x 65 0.0428464 x 68 0.112281 x 69 1.34012 x 70 0.0269975 x 71 0.141799 x 72 0.00962363 x 73 0.00115438 x 74 0.35161 x 77 0.0174154 x 78 0.387773 x 79 1.03603 x 81 0.00598926 x 83 0.727016 x 86 0.0205708 x 88 0.0621147 x 89 1.17338 x 90 0.0985651 x 91 0.00282948 x 92 0.180945 x 93 4.02889 x 95 19.7218 x 96 0.0424648 x 59 0.268465 x 60 3.06948 x 61 3.13887 x 62 1.78191 x 63 0.366414 x 65 0.824231 x 66 0.361047 x 68 0.568809 x 69 0.0868112 x 70 0.509936 x 71 0.0956646 x 72 0.0387147 x 73 0.054094 x 74 0.861097 x 76 0.0100136 x 77 0.545481 x 78 0.241286 x 79 2.14994 x 80 0.442792 x 81 0.632527 x 82 0.059269 x 83 0.13895 x 86 0.00511189 x 88 0.105161 x 89 7.6996e-05 x 90 0.383896 x 91 0.0230913 x 92 0.0955408 x 93 0.651415 x 95 7.50949 x 96 109 v 3.55556 4.44444 8 7-10.7976 0 0 27 31 0.0155782 x 59 0.126486 x 60 0.142943 x 61 0.150331 x 62 0.0674871 x 63 0.106812 x 65 0.025973 x 68 0.00582466 x 69 0.101199 x 70 0.132941 x 71 0.0143995 x 72 0.0260374 x 73 0.000438146 x 74 0.238434 x 77 0.00440784 x 78 0.00195144 x 79 0.0152924 x 81 0.0366076 x 83 0.828856 x 86 0.0101806 x 88 0.000908281 x 89 0.0192906 x 90 0.153504 x 91 0.545575 x 92 0.241518 x 93 0.180876 x 95 21.6948 x 96 0.0961218 x 59 1.00984 x 60 0.0353864 x 61 0.438991 x 62 0.00961072 x 63 0.222179 x 65 1.02486 x 66 1.01055 x 68 0.281649 x 69 2.39101 x 70 1.05821 x 71 0.30642 x 72 0.120997 x 73 0.00513404 x 74 0.0176614 x 76 1.41891 x 77 0.424239 x 78 0.040542 x 79 0.111627 x 80 0.155033 x 81 0.647362 x 82 0.0286032 x 83 0.312597 x 86 0.349931 x 88 1.07069 x 89 0.697625 x 90 0.0496108 x 91 0.0357884 x 92 0.0593509 x 93 1.20361 x 95 16.4766 x 96 110 v 4.37118 3.62882 8 1-9.84709 0 0 7 12 0.0174867 x 61 0.00113537 x 71 0.171946 x 72 0.114397 x 83 0.0892466 x 89 0.00762208 x 95 3.96934 x 96 0.0104525 x 59 0.514234 x 60 0.0231524 x 62 0.967029 x 69 0.191844 x 70 0.0747175 x 79 0.501019 x 81 0.00390026 x 86 0.0234056 x 91 0.615014 x 92 0.0771034 x 95 0.626946 x 96 111 v 3.73664 4.26336 8 3-10.2323 0 0 17 23 0.000724189 x 59 0.0550462 x 60 0.00709868 x 61 0.148386 x 62 0.00656955 x 69 0.246149 x 70 0.0102437 x 71 0.0232845 x 72 0.117827 x 79 0.129591 x 81 0.0222599 x 83 0.0978215 x 86 0.115406 x 89 0.0355687 x 91 0.0274261 x 92 0.00864347 x 95 10.1578 x 96 0.0266976 x 59 0.440381 x 60 0.956519 x 61 0.688851 x 62 0.671917 x 63 0.0181946 x 68 0.268473 x 69 0.725322 x 70 0.216251 x 71 0.00081897 x 72 0.0119763 x 74 0.0555149 x 77 1.23816 x 79 0.139356 x 81 0.0515065 x 83 0.0359814 x 86 0.0968171 x 88 0.309278 x 89 0.168872 x 90 0.144063 x 91 0.466964 x 92 0.857789 x 95 5.20032 x 96 112 v 4.27155 3.72845 8 5-9.45243 0 0 22 26 0.000179701 x 59 0.0250913 x 60 0.13072 x 61 0.358568 x 62 0.343415 x 63 0.0252691 x 68 0.0715213 x 69 0.621259 x 71 0.123934 x 72 0.129304 x 74 0.00546757 x 77 0.0333597 x 79 0.00133894 x 81 0.0281558 x 83 7.89724e-05 x 86 0.011646 x 88 0.0528785 x 89 0.155702 x 90 0.00655332 x 91 0.0118535 x 92 1.62132 x 95 17.6 x 96 0.0236003 x 59 1.57572 x 60 0.130841 x 61 0.259011 x 63 0.819019 x 65 0.275354 x 68 1.90122 x 69 0.146615 x 70 0.771433 x 71 0.415781 x 72 0.00124137 x 73 0.933715 x 74 0.0641126 x 77 0.339671 x 78 0.131483 x 79 0.122536 x 81 0.0431393 x 83 0.887801 x 86 0.0451159 x 88 0.196317 x 89 0.00063609 x 90 0.0480134 x 91 0.44485 x 92 0.0989695 x 93 1.70763 x 95 7.25822 x 96 113 v 3.88668 4.11332 8 1-9.41774 0 0 17 22 5.29618e-05 x 59 0.00458001 x 60 0.035526 x 61 0.000598044 x 62 0.0251192 x 69 0.00220191 x 70 0.0124402 x 71 0.0393004 x 72 0.00364624 x 79 6.31875e-05 x 81 0.0149491 x 83 0.010188 x 86 0.035208 x 89 0.00573918 x 91 0.005321 x 92 0.0679993 x 95 3.62373 x 96 0.00508365 x 59 0.0785258 x 60 0.0276456 x 61 0.172117 x 62 0.000550075 x 63 0.0393821 x 68 0.20459 x 69 0.367116 x 70 4.13313e-05 x 71 0.325797 x 72 0.0252485 x 74 0.150477 x 77 0.182217 x 79 0.0464712 x 83 0.257554 x 86 0.0171474 x 88 0.0083274 x 89 0.0718655 x 90 0.000324044 x 91 0.0176114 x 92 0.266977 x 95 1.84821 x 96 114 v 3.90539 4.09461 8 1-9.21355 0 0 7 12 0.0591627 x 61 0.037831 x 71 0.0476141 x 72 0.0545072 x 83 0.0031628 x 89 0.0869901 x 95 3.61612 x 96 0.0151987 x 59 0.589753 x 60 0.00842364 x 62 0.257988 x 69 0.0275288 x 70 0.467758 x 79 0.326364 x 81 0.437887 x 86 0.0389247 x 91 0.0300393 x 92 0.244218 x 95 1.65052 x 96 115 v 3.39243 4.60757 8 2900-7.63471 0 0 38 38 0.0959807 x 59 2.59405 x 60 3.74824 x 61 5.47721 x 62 8.59328 x 63 17.4994 x 64 16.4364 x 65 19.6851 x 66 22.809 x 67 12.216 x 68 7.98088 x 69 11.097 x 70 9.30254 x 71 5.83525 x 72 13.4666 x 73 11.553 x 74 15.7325 x 75 16.1879 x 76 14.6973 x 77 11.2341 x 78 15.2589 x 79 13.9351 x 80 7.51027 x 81 24.1433 x 82 3.62932 x 83 25.6931 x 84 23.4535 x 85 15.515 x 86 26.0444 x 87 7.96912 x 88 12.6761 x 89 13.7267 x 90 16.162 x 91 13.6488 x 92 7.47598 x 93 29.4458 x 94 216.848 x 95 9138.61 x 96 0.161828 x 59 8.78564 x 60 18.8204 x 61 24.6927 x 62 40.3566 x 63 87.0902 x 64 49.4853 x 65 57.9313 x 66 69.5588 x 67 38.7843 x 68 30.4298 x 69 27.2595 x 70 21.0253 x 71 26.2029 x 72 54.7382 x 73 44.2417 x 74 95.3522 x 75 65.812 x 76 43.3218 x 77 59.9157 x 78 28.9633 x 79 67.8542 x 80 37.1318 x 81 66.6069 x 82 7.72029 x 83 77.2153 x 84 77.5556 x 85 33.4158 x 86 43.0077 x 87 15.8389 x 88 22.3598 x 89 36.7676 x 90 31.6852 x 91 34.8028 x 92 18.3156 x 93 75.1563 x 94 391.585 x 95 11431.9 x 96 Ac.inp: Number of entries: 864 Ac.inp: Number of columns: 3 Ac.inp: Peak-position 0 Premaknil na 0 ************* Parameters **************** U = 7.5 Ed0 = -41.9524 Ed1 = -40.515 T = 0.01 N0 = 6 N1 = 8 valence state0 = 4.279170.720828 with Energy0 = -139.484 valence state1 = 3.56511.4349 with Energy1 = -138.761 valence state2 = 3.822131.17787 with Energy2 = -138.408 valence state3 = 3.217331.78267 with Energy3 = -137.784 valence state4 = 3.377221.62278 with Energy4 = -136.811 valence state5 = 2.479472.52053 with Energy5 = -135.9 valence state6 = 2.654322.34568 with Energy6 = -135.691 valence state7 = 2.773992.22601 with Energy7 = -135.656 valence state8 = 1.842333.15767 with Energy8 = -134.251 valence state9 = 2.11282.8872 with Energy9 = -133.313 valence state10 = 5.215130.784871 with Energy10 = -145.921 valence state11 = 4.434541.56546 with Energy11 = -145.292 valence state12 = 3.911732.08827 with Energy12 = -144.778 valence state13 = 3.59422.4058 with Energy13 = -144.388 valence state14 = 3.40192.5981 with Energy14 = -144.086 valence state15 = 3.328112.67189 with Energy15 = -143.872 valence state16 = 3.519762.48024 with Energy16 = -143.833 valence state17 = 4.130321.86968 with Energy17 = -144.044 valence state18 = 3.648662.35134 with Energy18 = -143.308 valence state19 = 4.32011.6799 with Energy19 = -143.378 valence state20 = 3.357782.64222 with Energy20 = -142.682 valence state21 = 4.236541.76346 with Energy21 = -142.969 valence state22 = 4.084121.91588 with Energy22 = -142.809 valence state23 = 3.834492.16551 with Energy23 = -142.664 valence state24 = 3.82422.1758 with Energy24 = -142.599 valence state25 = 3.386522.61348 with Energy25 = -142.396 valence state26 = 3.368522.63148 with Energy26 = -142.251 valence state27 = 3.798172.20183 with Energy27 = -142.202 valence state28 = 3.752172.24783 with Energy28 = -142.074 valence state29 = 3.95552.0445 with Energy29 = -142.117 valence state30 = 3.354462.64554 with Energy30 = -141.877 valence state31 = 3.434372.56563 with Energy31 = -141.789 valence state32 = 3.344722.65528 with Energy32 = -141.736 valence state33 = 3.359152.64085 with Energy33 = -141.713 valence state34 = 3.319422.68058 with Energy34 = -141.695 valence state35 = 3.474952.52505 with Energy35 = -141.701 valence state36 = 3.31742.6826 with Energy36 = -141.623 valence state37 = 2.920243.07976 with Energy37 = -141.319 valence state38 = 3.385132.61487 with Energy38 = -141.425 valence state39 = 3.354972.64503 with Energy39 = -141.329 valence state40 = 2.941293.05871 with Energy40 = -141.148 valence state41 = 3.348512.65149 with Energy41 = -141.275 valence state42 = 3.465412.53459 with Energy42 = -141.276 valence state43 = 2.879563.12044 with Energy43 = -141.005 valence state44 = 3.370232.62977 with Energy44 = -141.071 valence state45 = 3.278372.72163 with Energy45 = -141.027 valence state46 = 3.189862.81014 with Energy46 = -140.967 valence state47 = 3.411272.58873 with Energy47 = -141.021 valence state48 = 3.036722.96328 with Energy48 = -140.712 valence state49 = 3.21782.7822 with Energy49 = -140.69 valence state50 = 2.965563.03444 with Energy50 = -140.591 valence state51 = 2.917053.08295 with Energy51 = -140.411 valence state52 = 2.806513.19349 with Energy52 = -140.308 valence state53 = 2.517143.48286 with Energy53 = -140.119 valence state54 = 3.059762.94024 with Energy54 = -140.292 valence state55 = 2.723743.27626 with Energy55 = -140.145 valence state56 = 3.167192.83281 with Energy56 = -140.252 valence state57 = 2.856943.14306 with Energy57 = -139.418 valence state58 = 2.439283.56072 with Energy58 = -137.898 valence state59 = 3.97463.0254 with Energy59 = -143.885 valence state60 = 4.992172.00783 with Energy60 = -142.264 valence state61 = 4.296272.70373 with Energy61 = -141.675 valence state62 = 4.351472.64853 with Energy62 = -141.591 valence state63 = 4.357742.64226 with Energy63 = -141.444 valence state64 = 4.065712.93429 with Energy64 = -141.199 valence state65 = 3.951843.04816 with Energy65 = -141.101 valence state66 = 3.82243.1776 with Energy66 = -140.967 valence state67 = 3.733963.26604 with Energy67 = -140.911 valence state68 = 4.017142.98286 with Energy68 = -140.951 valence state69 = 4.008082.99192 with Energy69 = -140.689 valence state70 = 3.961973.03803 with Energy70 = -140.458 valence state71 = 3.554793.44521 with Energy71 = -140.292 valence state72 = 4.325882.67412 with Energy72 = -140.517 valence state73 = 4.200422.79958 with Energy73 = -140.33 valence state74 = 4.145812.85419 with Energy74 = -140.221 valence state75 = 4.322812.67719 with Energy75 = -140.22 valence state76 = 4.034942.96506 with Energy76 = -139.933 valence state77 = 3.825193.17481 with Energy77 = -139.806 valence state78 = 4.357982.64202 with Energy78 = -139.989 valence state79 = 3.557233.44277 with Energy79 = -139.671 valence state80 = 4.284442.71556 with Energy80 = -139.934 valence state81 = 4.16882.8312 with Energy81 = -139.737 valence state82 = 3.907053.09295 with Energy82 = -139.522 valence state83 = 3.600353.39965 with Energy83 = -139.402 valence state84 = 3.885123.11488 with Energy84 = -139.451 valence state85 = 3.960793.03921 with Energy85 = -139.404 valence state86 = 3.59073.4093 with Energy86 = -139.246 valence state87 = 3.325633.67437 with Energy87 = -139.056 valence state88 = 3.45173.5483 with Energy88 = -139.088 valence state89 = 3.460373.53963 with Energy89 = -139.091 valence state90 = 3.826183.17382 with Energy90 = -139.12 valence state91 = 3.363713.63629 with Energy91 = -138.863 valence state92 = 3.834293.16571 with Energy92 = -138.987 valence state93 = 3.755433.24457 with Energy93 = -138.88 valence state94 = 3.74123.2588 with Energy94 = -138.872 valence state95 = 3.365833.63417 with Energy95 = -138.298 valence state96 = 2.869564.13044 with Energy96 = -135.682 valence state97 = 4.827673.17233 with Energy97 = -133.152 valence state98 = 4.254733.74527 with Energy98 = -132.491 valence state99 = 4.748043.25196 with Energy99 = -132.661 valence state100 = 4.176633.82337 with Energy100 = -132.182 valence state101 = 4.284723.71528 with Energy101 = -132.149 valence state102 = 3.986114.01389 with Energy102 = -131.911 valence state103 = 3.999614.00039 with Energy103 = -131.885 valence state104 = 4.265013.73499 with Energy104 = -131.372 valence state105 = 5.239472.76053 with Energy105 = -131.641 valence state106 = 4.481563.51844 with Energy106 = -130.859 valence state107 = 4.605173.39483 with Energy107 = -130.846 valence state108 = 4.419643.58036 with Energy108 = -130.705 valence state109 = 3.555564.44444 with Energy109 = -130.028 valence state110 = 4.371183.62882 with Energy110 = -130.25 valence state111 = 3.736644.26336 with Energy111 = -129.723 valence state112 = 4.271553.72845 with Energy112 = -129.712 valence state113 = 3.886684.11332 with Energy113 = -129.124 valence state114 = 3.905394.09461 with Energy114 = -128.947 valence state115 = 3.392434.60757 with Energy115 = -126.631 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 233 Sigma.000: Peak-position 0 1.) DeterminSpectralFunctions ; lambda = -147.1643453341795 -1.242877345562732 Found lorentz at 10 -0.0205545 lm= -0.0205545 7.05457e-08 -6.45089 lp= -0.0205545 7.05457e-08 -0.826131 r- 4.13025e-05 Found lorentz at 11 0.609517 lm= 0.609517 1.29105e-19 -0.051815 lp= 0.609517 1.29105e-19 -0.817899 r- 1.50566e-18 Found lorentz at 12 1.12744 lm= 1.12744 2.48469e-18 -0.00257138 lp= 1.12744 2.48469e-18 -0.799318 r- 1.03617e-16 Found lorentz at 13 1.48397 lm= 1.48397 5.94941e-18 -0.00101823 lp= 1.48397 5.94941e-18 -0.778325 r- 2.54796e-16 Found lorentz at 14 1.76169 lm= 1.76169 1.39909e-17 -0.000409091 lp= 1.76169 1.39909e-17 -0.756542 r- 6.16442e-16 Found lorentz at 15 1.98331 lm= 1.98331 3.50947e-12 -1.54409e-09 lp= 1.98331 3.50947e-12 -0.736134 r- 1.58914e-10 Found lorentz at 16 2.01658 lm= 2.01658 7.09354e-12 -7.64788e-10 lp= 2.01658 7.09354e-12 -0.73655 r- 3.21026e-10 Found lorentz at 17 1.80114 lm= 1.80114 1.68193e-17 -0.000381363 lp= 1.80114 1.68193e-17 -0.800891 r- 7.00026e-16 Found lorentz at 18 2.5833 lm= 2.5833 5.00476e-17 -0.00012639 lp= 2.5833 5.00476e-17 -0.79533 r- 2.09756e-15 Found lorentz at 19 2.54195 lm= 2.54195 4.06548e-17 -0.00016042 lp= 2.54195 4.06548e-17 -0.807578 r- 1.67805e-15 Found lorentz at 20 3.27129 lm= 3.27091 0.018926 -4.06885e-19 lp= 3.2711 0.0189327 -0.877759 r- 0.719052 Found lorentz at 21 3.01872 lm= 3.01872 4.21866e-17 -0.000159055 lp= 3.01872 4.21866e-17 -0.819144 r- 1.71669e-15 Found lorentz at 22 3.15851 lm= 3.15851 5.35661e-17 -0.000123287 lp= 3.15851 5.35661e-17 -0.812649 r- 2.19718e-15 Found lorentz at 23 3.25917 lm= 3.25904 0.00781773 -8.73574e-19 lp= 3.2591 0.00781949 -0.826533 r- 0.315374 Found lorentz at 24 3.32259 lm= 3.32259 0.000302658 -2.10131e-17 lp= 3.32259 0.000302659 -0.797483 r- 0.0126506 Found lorentz at 25 3.52801 lm= 3.5301 0.0193774 -2.77292e-19 lp= 3.52906 0.0195739 -0.738335 r- 0.886266 Found lorentz at 26 3.79792 lm= 3.79796 0.00480995 -1.44174e-18 lp= 3.79794 0.00481027 -0.832787 r- 0.192541 Found lorentz at 27 3.77935 lm= 3.77935 0.00108672 -5.86228e-18 lp= 3.77935 0.00108672 -0.798164 r- 0.0453842 Found lorentz at 28 3.86752 lm= 3.86751 0.000222123 -2.77378e-17 lp= 3.86752 0.000222129 -0.784948 r- 0.00943292 Found lorentz at 29 3.80367 lm= 3.80367 8.39269e-05 -7.10714e-17 lp= 3.80367 8.39273e-05 -0.772324 r- 0.00362229 Found lorentz at 30 4.04788 lm= 4.04787 0.00116884 -5.04419e-18 lp= 4.04788 0.00116898 -0.767909 r- 0.00758237 Found lorentz at 31 4.15976 lm= 4.15975 0.00218519 -2.93131e-18 lp= 4.15975 0.00218524 -0.800354 r- 0.0135992 Found lorentz at 32 4.21102 lm= 4.21101 0.00522755 -1.20724e-18 lp= 4.21101 0.00522757 -0.794415 r- 0.0464097 Found lorentz at 33 4.19591 lm= 4.19588 0.00416244 -1.4955e-18 lp= 4.19589 0.00416265 -0.789011 r- 0.0262777 Found lorentz at 34 4.20024 lm= 4.20022 0.00262552 -2.41026e-18 lp= 4.20023 0.00262557 -0.79551 r- 0.0164389 Found lorentz at 35 4.21113 lm= 4.2111 0.00301755 -1.91831e-18 lp= 4.21111 0.00301774 -0.760863 r- 0.0279731 Found lorentz at 36 4.27722 lm= 4.27721 0.00237017 -2.57745e-18 lp= 4.27721 0.00237018 -0.781605 r- 0.0213871 Found lorentz at 37 4.64644 lm= 4.64587 0.00760889 -7.37607e-19 lp= 4.64616 0.00764613 -0.751778 r- 0.0695501 Found lorentz at 38 4.51131 lm= 4.51129 0.00261753 -2.35122e-18 lp= 4.5113 0.00261762 -0.784518 r- 0.0230393 Found lorentz at 39 4.60576 lm= 4.60574 0.00335713 -1.82405e-18 lp= 4.60575 0.00335732 -0.782564 r- 0.0296238 Found lorentz at 40 4.73084 lm= 4.73077 0.0048456 -1.20365e-18 lp= 4.73081 0.00484638 -0.763791 r- 0.0433312 Found lorentz at 41 4.67052 lm= 4.67045 0.00392392 -1.52709e-18 lp= 4.67049 0.00392492 -0.774233 r- 0.0346201 Found lorentz at 42 4.6633 lm= 4.66316 0.0048028 -1.23873e-18 lp= 4.66323 0.00480611 -0.771703 r- 0.042537 Found lorentz at 43 4.92153 lm= 4.92085 0.0141138 -4.55115e-19 lp= 4.92119 0.0141422 -0.802613 r- 0.119021 Found lorentz at 44 4.86296 lm= 4.86229 0.0121832 -5.04053e-19 lp= 4.86262 0.0122153 -0.785121 r- 0.105114 Found lorentz at 45 4.89906 lm= 4.89894 0.00592784 -1.02533e-18 lp= 4.899 0.00592982 -0.779801 r- 0.0513406 Found lorentz at 47 4.84549 lm= 4.84373 0.0178212 -3.39126e-19 lp= 4.8446 0.017973 -0.782142 r- 0.155509 Found lorentz at 59 2.38509 lm= 2.38543 0.0261731 -2.97242e-19 lp= 2.38526 0.026177 -0.882123 r- 0.989211 Found lorentz at 60 4.1317 lm= 4.14449 0.112991 -1.09473e-19 lp= 4.13818 0.114256 -1.12108 r- 0.509246 Found lorentz at 61 4.8933 lm= 4.89792 0.0714237 -9.69034e-20 lp= 4.89562 0.0716847 -0.834109 r- 0.58079 Q = 7.999999999996914 n0=0.002664865178562818 n1=0.0004721734481160769 n2=0.0007371162407634901 n3=6.758167589967255e-05 n4=0.0001312579177651111 n5=3.737921438744933e-06 n6=4.055498695843148e-06 n7=4.22708262751733e-05 n8=3.641298316130817e-06 n9=1.648322889068326e-05 n10=0.8065779222948753 n11=0.01960924577173121 n12=0.00176957043937923 n13=0.001061263144430912 n14=0.0006100704730291329 n15=0.0001482426258371404 n16=0.0001577353213310481 n17=8.16908519333864e-05 n18=8.218500844330575e-05 n19=0.000417410363000808 n20=1.548062973130521e-05 n21=0.0001381722096435467 n22=0.0001591856329473627 n23=6.948924707976886e-05 n24=5.922702897928594e-05 n25=6.071855283876655e-05 n26=7.309628636364757e-06 n27=3.539648144074974e-05 n28=1.30759581525539e-05 n29=5.138890841596765e-05 n30=1.794676718737903e-05 n31=1.276225916577221e-05 n32=1.196802663563555e-05 n33=1.737202026958821e-05 n34=6.821580336247837e-06 n35=2.289617998059956e-05 n36=5.086658587668778e-06 n37=8.280179183514702e-06 n38=5.71488466865568e-06 n39=6.135265928643343e-06 n40=5.519362835806997e-06 n41=5.975242791948763e-06 n42=3.70200556402974e-06 n43=5.090397248614539e-06 n44=4.691155190808263e-06 n45=5.678488489171114e-06 n46=5.133699622364545e-06 n47=6.443670866393987e-06 n48=1.97155955500873e-06 n49=3.799688852714532e-06 n50=1.642615790173136e-06 n51=1.86377043186776e-06 n52=1.979846181837363e-06 n53=6.286413927383032e-07 n54=1.252583592319711e-07 n55=1.021886717404686e-06 n56=2.141716144809761e-06 n57=7.881657750844631e-06 n58=4.221036548438792e-05 n59=0.05319156356260253 n60=0.07298449952723693 n61=0.006461194431611152 n62=0.0121577646768648 n63=0.0002158715258457645 n64=2.897123243016818e-06 n65=1.480219871751869e-05 n66=6.928175526673359e-06 n67=3.087235525572732e-06 n68=2.745873108914097e-05 n69=0.005844422426180093 n70=0.003686611095818179 n71=0.001163896786705796 n72=0.001806862316797642 n73=6.875695060640795e-06 n74=4.125753257687823e-05 n75=2.457552012818902e-06 n76=1.71464930388629e-06 n77=4.496034900522736e-06 n78=2.15918338538389e-06 n79=0.002168336224495589 n80=2.505552200595253e-06 n81=0.0002404527248907668 n82=9.465090639702413e-07 n83=8.283717358953044e-06 n84=1.025164457583731e-06 n85=9.632391757135645e-07 n86=0.0005474059951529115 n87=1.75326417357885e-07 n88=2.553353634230133e-06 n89=0.0004129480453695041 n90=7.836001724275693e-07 n91=0.0001832393842026656 n92=0.0001007507872764967 n93=2.094352617601696e-07 n94=4.969703238099695e-07 n95=0.0002394960097810775 n96=0.0002014230303661817 n97=0.0005503021891704079 n98=0.0002773660367662296 n99=0.0002702868018366122 n100=0.000157480775708789 n101=0.0001335270684387128 n102=7.998098392460981e-05 n103=2.769026333976098e-05 n104=0.0002278582704083109 n105=0.0003382427619552908 n106=1.228176393537125e-05 n107=0.0001206901085404748 n108=3.941867508880946e-05 n109=3.101566435447911e-05 n110=1.299622025713883e-05 n111=1.741760763865214e-05 n112=3.80303361992811e-05 n113=3.337921952980895e-06 n114=1.198015656289564e-05 n115=0.0004208322055191436 Q is here equal to 7.999999999996914 1.) nd: 6.163137103919075 Norm of Spectral functions:  0: 0.9999  1: 0.9999  2: 0.9997  3: 0.9994  4: 1.0010  5: 1.0051  6: 1.0062  7: 1.0061  8: 0.9963  9: 1.0005 10: 0.9999 11: 1.0025 12: 0.9993 13: 0.9988 14: 0.9997 15: 1.0019 16: 1.0026 17: 1.0004 18: 1.0009 19: 0.9997 20: 1.0005 21: 0.9996 22: 1.0011 23: 0.9994 24: 0.9994 25: 0.9965 26: 1.0013 27: 1.0015 28: 1.0013 29: 0.9994 30: 0.9861 31: 1.0105 32: 0.9886 33: 1.0331 34: 1.0108 35: 0.9619 36: 1.0005 37: 0.8772 38: 0.9864 39: 1.0146 40: 1.0080 41: 0.9824 42: 0.9675 43: 0.9971 44: 1.0077 45: 1.0252 46: 9.0600 47: 0.9907 48: 0.9107 49: 0.6916 50: 2.0633 51: 0.4846 52: 0.4235 53: 0.9408 54: 0.2961 55: 1.5562 56: 1.8350 57: 0.6830 58: 1.0012 59: 0.9997 60: 1.0433 61: 1.0060 62: 0.9739 63: 0.9921 64: 0.4823 65: 1.0029 66: 1.0158 67: 0.8541 68: 1.0409 69: 0.9774 70: 0.9638 71: 0.9821 72: 1.0229 73: 0.9689 74: 0.9981 75: 0.9349 76: 0.9777 77: 0.9433 78: 0.9884 79: 1.0158 80: 0.9944 81: 1.0492 82: 1.0084 83: 0.9784 84: 0.9894 85: 0.9654 86: 1.0164 87: 0.9401 88: 0.9964 89: 0.9940 90: 0.9709 91: 1.0272 92: 1.0124 93: 1.0087 94: 1.1756 95: 1.0182 96: 0.8479 97: 1.4956 98: 0.6638 99: 1.4566 100: 0.8905 101: 0.9242 102: 0.9109 103: 1.0884 104: 0.9927 105: 0.9469 106: 0.9985 107: 1.0095 108: 0.9905 109: 0.9003 110: 1.0584 111: 1.2017 112: 1.1895 113: 0.9783 114: 0.5858 115: 0.1251  0: 5.0641  1: 1.0991 1.) SelfConsistentStep 1.) Difference between steps: 0.05464 2.) DeterminSpectralFunctions ; lambda = -147.1592456097657 -1.23777762114895 Found lorentz at 10 -0.0204005 lm= -0.0204005 7.27211e-08 -6.35529 lp= -0.0204005 7.27211e-08 -0.826608 r- 4.25515e-05 Found lorentz at 11 0.607802 lm= 0.607802 7.6767e-20 -0.0871808 lp= 0.607802 7.6767e-20 -0.818084 r- 8.95078e-19 Found lorentz at 12 1.12697 lm= 1.12697 1.48953e-18 -0.00429132 lp= 1.12697 1.48953e-18 -0.799503 r- 6.21023e-17 Found lorentz at 13 1.48403 lm= 1.48403 3.57103e-18 -0.00169687 lp= 1.48403 3.57103e-18 -0.778432 r- 1.52915e-16 Found lorentz at 14 1.76137 lm= 1.76137 8.38028e-18 -0.000682687 lp= 1.76137 8.38028e-18 -0.75638 r- 3.69315e-16 Found lorentz at 15 1.98571 lm= 1.98571 2.16544e-12 -2.50172e-09 lp= 1.98571 2.16544e-12 -0.736025 r- 9.80692e-11 Found lorentz at 16 2.03572 lm= 2.03572 5.48119e-12 -9.79912e-10 lp= 2.03572 5.48119e-12 -0.732877 r- 2.493e-10 Found lorentz at 17 1.80108 lm= 1.80108 1.00939e-17 -0.000636113 lp= 1.80108 1.00939e-17 -0.801303 r- 4.19895e-16 Found lorentz at 18 2.58379 lm= 2.58379 3.00701e-17 -0.000210474 lp= 2.58379 3.00701e-17 -0.795549 r- 1.25993e-15 Found lorentz at 19 2.54708 lm= 2.54708 2.46493e-17 -0.000265266 lp= 2.54708 2.46493e-17 -0.808617 r- 1.01611e-15 Found lorentz at 20 3.27402 lm= 3.27369 0.0190291 -4.03887e-19 lp= 3.27385 0.019034 -0.876837 r- 0.723639 Found lorentz at 21 3.02081 lm= 3.02081 2.53841e-17 -0.000264634 lp= 3.02081 2.53841e-17 -0.819604 r- 1.03237e-15 Found lorentz at 22 3.16123 lm= 3.16123 3.22298e-17 -0.000203986 lp= 3.16123 3.22298e-17 -0.810828 r- 1.32498e-15 Found lorentz at 23 3.26239 lm= 3.26226 0.00796657 -8.57161e-19 lp= 3.26232 0.00796835 -0.826487 r- 0.321395 Found lorentz at 24 3.32539 lm= 3.32539 0.000320486 -1.98439e-17 lp= 3.32539 0.000320487 -0.797479 r- 0.0133959 Found lorentz at 25 3.53665 lm= 3.53838 0.0184943 -2.99892e-19 lp= 3.53752 0.0186368 -0.748836 r- 0.831422 Found lorentz at 26 3.80241 lm= 3.80244 0.00477864 -1.4534e-18 lp= 3.80242 0.00477888 -0.833413 r- 0.19114 Found lorentz at 27 3.78377 lm= 3.78376 0.00111448 -5.72529e-18 lp= 3.78376 0.00111448 -0.798794 r- 0.0465068 Found lorentz at 28 3.87123 lm= 3.87123 0.000259995 -2.37264e-17 lp= 3.87123 0.000260002 -0.78543 r- 0.0110345 Found lorentz at 29 3.81293 lm= 3.81293 0.000155576 -3.85463e-17 lp= 3.81293 0.000155577 -0.774399 r- 0.0066967 Found lorentz at 30 4.05154 lm= 4.05153 0.00125261 -4.71201e-18 lp= 4.05153 0.00125277 -0.768333 r- 0.00812137 Found lorentz at 31 4.1642 lm= 4.16419 0.00222441 -2.88353e-18 lp= 4.16419 0.00222445 -0.800894 r- 0.0138338 Found lorentz at 32 4.21547 lm= 4.21546 0.00519901 -1.21556e-18 lp= 4.21547 0.00519904 -0.79497 r- 0.0461243 Found lorentz at 33 4.20048 lm= 4.20045 0.00418971 -1.48798e-18 lp= 4.20046 0.00418991 -0.789597 r- 0.0264301 Found lorentz at 34 4.20432 lm= 4.20431 0.00257659 -2.34057e-18 lp= 4.20432 0.00257663 -0.776583 r- 0.0234003 Found lorentz at 35 4.21692 lm= 4.2169 0.00310309 -1.86915e-18 lp= 4.21691 0.0031033 -0.761623 r- 0.0287375 Found lorentz at 36 4.28081 lm= 4.28081 0.00239961 -2.54883e-18 lp= 4.28081 0.00239963 -0.782066 r- 0.02164 Found lorentz at 37 4.65137 lm= 4.65073 0.00821494 -6.84885e-19 lp= 4.65105 0.00825917 -0.752972 r- 0.0750178 Found lorentz at 38 4.51597 lm= 4.51596 0.00267411 -2.30518e-18 lp= 4.51596 0.00267422 -0.785152 r- 0.0235184 Found lorentz at 39 4.61181 lm= 4.61178 0.00345489 -1.77559e-18 lp= 4.6118 0.00345509 -0.78326 r- 0.0304594 Found lorentz at 40 4.73593 lm= 4.73586 0.00499954 -1.16832e-18 lp= 4.73589 0.0050004 -0.764362 r- 0.044675 Found lorentz at 41 4.67605 lm= 4.67597 0.00410275 -1.4639e-18 lp= 4.67601 0.00410387 -0.775136 r- 0.0361565 Found lorentz at 42 4.66852 lm= 4.66837 0.0050616 -1.17793e-18 lp= 4.66844 0.00506541 -0.772569 r- 0.0447825 Found lorentz at 44 4.86905 lm= 4.86833 0.0128617 -4.80064e-19 lp= 4.86869 0.012897 -0.787317 r- 0.110673 Found lorentz at 45 4.90524 lm= 4.90512 0.00615365 -9.90602e-19 lp= 4.90518 0.00615576 -0.780948 r- 0.0532186 Found lorentz at 47 4.8533 lm= 4.85136 0.0192253 -3.17717e-19 lp= 4.85232 0.0193966 -0.786528 r- 0.16691 Found lorentz at 60 4.17626 lm= 4.18614 0.108873 -1.04434e-19 lp= 4.18124 0.109657 -1.07179 r- 0.51064 Found lorentz at 61 4.88325 lm= 4.87996 0.0795534 -8.96088e-20 lp= 4.8816 0.0796725 -0.845219 r- 0.63663 Q = 8.00000000000504 n0=0.002667663802282304 n1=0.0004777910551082504 n2=0.0007381380825958119 n3=6.928765854242448e-05 n4=0.0001328681995598486 n5=3.758477321947884e-06 n6=4.188745468286629e-06 n7=4.241134115847659e-05 n8=3.653721542780385e-06 n9=1.97660961941472e-05 n10=0.7946254193793005 n11=0.03287275318832869 n12=0.002845681803580646 n13=0.001656297737673424 n14=0.0009192005052415282 n15=0.0001495669886601341 n16=0.0001588101448707735 n17=0.0001137444232104869 n18=0.0001139124282734261 n19=0.0005881262182523549 n20=1.556928599524555e-05 n21=0.0002043335640879523 n22=0.0002299379062312233 n23=6.97095119119752e-05 n24=5.93906629897317e-05 n25=6.09944489872139e-05 n26=7.341429538720508e-06 n27=3.548700720258227e-05 n28=1.31432530741345e-05 n29=5.150372682322591e-05 n30=1.804041794847091e-05 n31=1.285811735477357e-05 n32=1.201504552949991e-05 n33=1.743167405967991e-05 n34=6.8836278267183e-06 n35=2.301868921632684e-05 n36=5.114912507154854e-06 n37=8.328956934706169e-06 n38=5.722346672152398e-06 n39=6.179701415249469e-06 n40=5.566608612610135e-06 n41=5.987839199773607e-06 n42=3.720140427642353e-06 n43=5.104617147527329e-06 n44=4.71151959004931e-06 n45=5.68285012477126e-06 n46=5.147873144687875e-06 n47=6.471167098682935e-06 n48=1.978994082027887e-06 n49=3.821808697056564e-06 n50=1.646711083351361e-06 n51=1.864678380998712e-06 n52=1.986885743003101e-06 n53=6.317601974444791e-07 n54=1.258918701213296e-07 n55=1.023893018336275e-06 n56=2.145769186827081e-06 n57=7.889031405679716e-06 n58=4.249801507108416e-05 n59=0.05134016919255435 n60=0.07125560538154949 n61=0.006388553501085224 n62=0.01210553462713456 n63=0.0003545283034178459 n64=3.026809497928247e-06 n65=2.266514571597115e-05 n66=9.858392847331947e-06 n67=3.597525307017e-06 n68=4.380633658870981e-05 n69=0.005749885672297057 n70=0.003633507335450562 n71=0.001165056418393638 n72=0.001803251946249619 n73=1.003498908683633e-05 n74=6.716689425675112e-05 n75=2.971265281837733e-06 n76=1.944675829393849e-06 n77=6.887575119515327e-06 n78=2.834891156765801e-06 n79=0.002140679603952205 n80=3.172341473418297e-06 n81=0.000239125619504616 n82=1.083411957071861e-06 n83=9.041215898026911e-06 n84=1.110544439516725e-06 n85=9.96082354723331e-07 n86=0.0005409158161013374 n87=1.792856361891172e-07 n88=4.030088387064709e-06 n89=0.0004120417724145047 n90=1.07310471889225e-06 n91=0.000180633664047564 n92=0.0001008861491468766 n93=2.617917001710707e-07 n94=5.276030508555285e-07 n95=0.0002374647375605053 n96=0.0002119612248345581 n97=0.0005503502313604529 n98=0.0002776936357723222 n99=0.0002703741262361571 n100=0.0001576890272000419 n101=0.00013363839363904 n102=8.003674237084617e-05 n103=2.77083387777234e-05 n104=0.0002273301824863202 n105=0.0003374312412190108 n106=1.228357941916479e-05 n107=0.0001203462383680013 n108=3.944609735822423e-05 n109=3.09477129801521e-05 n110=1.29563212612944e-05 n111=1.739793932557299e-05 n112=3.79366108506304e-05 n113=3.332294224582088e-06 n114=1.194311923305845e-05 n115=0.0004210368943641185 Q is here equal to 8.00000000000504 2.) nd: 6.159436301209116 Norm of Spectral functions:  0: 0.9999  1: 0.9999  2: 0.9997  3: 0.9994  4: 1.0017  5: 1.0053  6: 1.0061  7: 1.0061  8: 0.9963  9: 1.0004 10: 0.9999 11: 1.0024 12: 0.9992 13: 0.9987 14: 0.9995 15: 1.0023 16: 1.0005 17: 1.0004 18: 1.0009 19: 1.0002 20: 1.0000 21: 0.9998 22: 0.9990 23: 1.0004 24: 0.9999 25: 0.9991 26: 1.0006 27: 1.0026 28: 1.0038 29: 1.0033 30: 0.9871 31: 1.0117 32: 0.9890 33: 1.0116 34: 0.9730 35: 0.9712 36: 1.0012 37: 0.8917 38: 0.9881 39: 1.0191 40: 1.0105 41: 0.9850 42: 0.9718 43: 2.7814 44: 1.0128 45: 1.0319 46: 2.3994 47: 0.9990 48: 1.5936 49: 0.7342 50: 4.4775 51: 0.4190 52: 0.4193 53: 1.3651 54: 0.3081 55: 1.0193 56: 3.6916 57: 0.7175 58: 1.0011 59: 0.9975 60: 1.0276 61: 0.9916 62: 0.9889 63: 1.0070 64: 0.8118 65: 1.0039 66: 0.9783 67: 0.9354 68: 1.0332 69: 0.9836 70: 0.9629 71: 1.0101 72: 1.0253 73: 0.9985 74: 0.9989 75: 0.9387 76: 0.9827 77: 0.9551 78: 0.9967 79: 1.0097 80: 0.9894 81: 1.0149 82: 0.9567 83: 0.9807 84: 0.9797 85: 0.9768 86: 1.0327 87: 0.9730 88: 0.9771 89: 0.9919 90: 0.9699 91: 1.0112 92: 0.9962 93: 1.0066 94: 1.1139 95: 0.9794 96: 0.8383 97: 1.2458 98: 0.6850 99: 1.3860 100: 0.8974 101: 0.9286 102: 0.9079 103: 1.0923 104: 0.9828 105: 0.9503 106: 0.9931 107: 1.0118 108: 0.9978 109: 0.8895 110: 1.0735 111: 1.2411 112: 1.2317 113: 1.0247 114: 0.5838 115: 0.1279  0: 5.0532  1: 1.1062 2.) SelfConsistentStep 2.) Difference between steps: 0.04582 3.) DeterminSpectralFunctions ; lambda = -147.153101972219 -1.231633983602194 Found lorentz at 10 -0.0200694 lm= -0.0200694 7.65056e-08 -6.15508 lp= -0.0200694 7.65056e-08 -0.827653 r- 4.47094e-05 Found lorentz at 11 0.603385 lm= 0.603385 4.49851e-20 -0.148957 lp= 0.603385 4.49851e-20 -0.818585 r- 5.2419e-19 Found lorentz at 12 1.12451 lm= 1.12451 8.89663e-19 -0.00720287 lp= 1.12451 8.89663e-19 -0.800508 r- 3.70458e-17 Found lorentz at 13 1.48463 lm= 1.48463 2.15225e-18 -0.00282849 lp= 1.48463 2.15225e-18 -0.780232 r- 9.19493e-17 Found lorentz at 14 1.76144 lm= 1.76144 5.04446e-18 -0.00114071 lp= 1.76144 5.04446e-18 -0.758568 r- 2.21666e-16 Found lorentz at 15 1.98018 lm= 1.98018 1.21898e-12 -4.46371e-09 lp= 1.98018 1.21898e-12 -0.737644 r- 5.50845e-11 Found lorentz at 16 2.02041 lm= 2.02041 2.57362e-05 -2.09092e-16 lp= 2.02041 2.57363e-05 -0.733569 r- 0.00116945 Found lorentz at 17 1.8019 lm= 1.8019 6.08658e-18 -0.00105807 lp= 1.8019 6.08658e-18 -0.802498 r- 2.52818e-16 Found lorentz at 18 2.58425 lm= 2.58425 1.80946e-17 -0.000351077 lp= 2.58425 1.80946e-17 -0.797032 r- 7.56749e-16 Found lorentz at 19 2.54227 lm= 2.54227 1.46656e-17 -0.000446015 lp= 2.54227 1.46656e-17 -0.80877 r- 6.04441e-16 Found lorentz at 20 3.27268 lm= 3.27211 0.0185331 -4.20701e-19 lp= 3.2724 0.0185488 -0.883533 r- 0.699964 Found lorentz at 21 3.02035 lm= 3.02035 1.5231e-17 -0.000441512 lp= 3.02035 1.5231e-17 -0.82004 r- 6.19115e-16 Found lorentz at 22 3.16361 lm= 3.16361 1.94609e-17 -0.000338626 lp= 3.16361 1.94609e-17 -0.811785 r- 7.99098e-16 Found lorentz at 23 3.2617 lm= 3.26153 0.0076539 -9.0101e-19 lp= 3.26161 0.00765723 -0.830694 r- 0.307301 Found lorentz at 24 3.32898 lm= 3.32898 0.000390227 -1.64038e-17 lp= 3.32898 0.00039023 -0.800079 r- 0.016258 Found lorentz at 25 3.52897 lm= 3.53191 0.0232788 -2.66009e-19 lp= 3.53046 0.023602 -0.794731 r- 0.993886 Found lorentz at 26 3.80449 lm= 3.80449 0.0048386 -1.44712e-18 lp= 3.80449 0.00483862 -0.836784 r- 0.192747 Found lorentz at 27 3.7846 lm= 3.78459 0.00117327 -5.44292e-18 lp= 3.78459 0.00117328 -0.79913 r- 0.04894 Found lorentz at 28 3.87319 lm= 3.87319 0.000337298 -1.83607e-17 lp= 3.87319 0.000337306 -0.786972 r- 0.0142872 Found lorentz at 29 3.8103 lm= 3.8103 0.000251042 -2.39508e-17 lp= 3.8103 0.000251045 -0.77542 r- 0.0107918 Found lorentz at 30 4.05404 lm= 4.05403 0.00123123 -4.80323e-18 lp= 4.05404 0.00123137 -0.769078 r- 0.00797489 Found lorentz at 31 4.16694 lm= 4.16693 0.00218776 -2.93305e-18 lp= 4.16694 0.0021878 -0.801059 r- 0.0136031 Found lorentz at 32 4.21495 lm= 4.21493 0.00519475 -1.21653e-18 lp= 4.21494 0.0051948 -0.794962 r- 0.0460871 Found lorentz at 33 4.20378 lm= 4.20375 0.00412057 -1.43296e-18 lp= 4.20376 0.00412077 -0.768441 r- 0.0378207 Found lorentz at 34 4.20765 lm= 4.20764 0.00261177 -2.31438e-18 lp= 4.20764 0.00261181 -0.777481 r- 0.0236924 Found lorentz at 35 4.21684 lm= 4.21681 0.00302736 -1.91704e-18 lp= 4.21683 0.0030276 -0.761854 r- 0.028028 Found lorentz at 36 4.28021 lm= 4.28021 0.00239916 -2.54816e-18 lp= 4.28021 0.00239919 -0.781892 r- 0.0216409 Found lorentz at 37 4.65591 lm= 4.65529 0.00843937 -6.70589e-19 lp= 4.6556 0.00847886 -0.754802 r- 0.076811 Found lorentz at 38 4.51746 lm= 4.51745 0.00271253 -2.27463e-18 lp= 4.51745 0.00271264 -0.785516 r- 0.0238453 Found lorentz at 39 4.61414 lm= 4.61412 0.00349371 -1.75779e-18 lp= 4.61413 0.00349391 -0.78369 r- 0.0307847 Found lorentz at 40 4.7393 lm= 4.73924 0.00500384 -1.16797e-18 lp= 4.73927 0.00500463 -0.764567 r- 0.0447006 Found lorentz at 41 4.67903 lm= 4.67895 0.00414231 -1.45238e-18 lp= 4.67899 0.00414336 -0.775784 r- 0.0364738 Found lorentz at 42 4.67181 lm= 4.67167 0.00511571 -1.16836e-18 lp= 4.67174 0.00511912 -0.773478 r- 0.0452031 Found lorentz at 44 4.87228 lm= 4.8716 0.0126129 -4.88155e-19 lp= 4.87194 0.0126452 -0.786106 r- 0.108674 Found lorentz at 45 4.90951 lm= 4.90939 0.00622663 -9.80537e-19 lp= 4.90945 0.00622876 -0.781564 r- 0.0538073 Found lorentz at 47 4.85505 lm= 4.85326 0.0185447 -3.27051e-19 lp= 4.85415 0.0186954 -0.783309 r- 0.1615 Found lorentz at 60 4.20498 lm= 4.21373 0.0966726 -9.18063e-20 lp= 4.20939 0.0973648 -0.946902 r- 0.72668 Found lorentz at 61 4.89673 lm= 4.88973 0.0828411 -8.82403e-20 lp= 4.8932 0.083358 -0.858794 r- 0.656442 Q = 7.999999999993663 n0=0.002655040555650904 n1=0.00048700768026657 n2=0.0007379429419093663 n3=7.237802082401953e-05 n4=0.0001340956020901203 n5=3.784612317063721e-06 n6=4.391758153133298e-06 n7=4.278646659408566e-05 n8=3.678412958230662e-06 n9=2.529004664111233e-05 n10=0.7695959481199672 n11=0.05603858735237262 n12=0.004664969814615743 n13=0.002645604001041888 n14=0.001433661714125506 n15=0.0001488131722335371 n16=0.0001582424407699842 n17=0.0001663409422763177 n18=0.0001665175358693164 n19=0.000881489739745657 n20=1.555248762557281e-05 n21=0.0003147923095724724 n22=0.0003475929718533529 n23=6.945651991119399e-05 n24=5.916721805234391e-05 n25=6.08252248340346e-05 n26=7.340196026428714e-06 n27=3.533591487988014e-05 n28=1.309730582459675e-05 n29=5.135182177745831e-05 n30=1.799390919376965e-05 n31=1.289180727456543e-05 n32=1.200411442174385e-05 n33=1.739156544720046e-05 n34=6.912618173822734e-06 n35=2.300237937077482e-05 n36=5.122227829576784e-06 n37=8.308651552134064e-06 n38=5.728635559675925e-06 n39=6.224592481509397e-06 n40=5.59905333778304e-06 n41=5.993159714027827e-06 n42=3.720207297382139e-06 n43=5.094840526745317e-06 n44=4.709937921914381e-06 n45=5.684711949314192e-06 n46=5.159199774494138e-06 n47=6.452738954667872e-06 n48=1.983998456388366e-06 n49=3.816479826029809e-06 n50=1.64834607855773e-06 n51=1.866880020551067e-06 n52=1.984554162740099e-06 n53=6.310212710143105e-07 n54=1.259463957749236e-07 n55=1.023288482685896e-06 n56=2.141736217809967e-06 n57=7.886106841826817e-06 n58=4.270528931325855e-05 n59=0.05025859885314419 n60=0.06986908087118382 n61=0.006405649010770396 n62=0.01219491915346504 n63=0.0005892661878618011 n64=3.255235947358765e-06 n65=3.586342219129672e-05 n66=1.479142436358334e-05 n67=4.462946407848426e-06 n68=7.133758604436164e-05 n69=0.005681078266240893 n70=0.003595924110338015 n71=0.001190809336477755 n72=0.001831920669162213 n73=1.533151889534311e-05 n74=0.0001110525897200926 n75=3.825969366084538e-06 n76=2.333505587579908e-06 n77=1.093843427591221e-05 n78=3.973153796967944e-06 n79=0.00212237643299641 n80=4.294175377239269e-06 n81=0.0002403310062314416 n82=1.312508177387348e-06 n83=1.047044975082369e-05 n84=1.255321611664009e-06 n85=1.055018949785161e-06 n86=0.0005375829640762519 n87=1.866290854403004e-07 n88=6.536037474451791e-06 n89=0.0004183661642179764 n90=1.562893146502646e-06 n91=0.0001788177533684518 n92=0.0001024926356879524 n93=3.50067101099484e-07 n94=5.797953151805458e-07 n95=0.0002376827800596268 n96=0.0002325995913850872 n97=0.0005440016659352437 n98=0.0002744551398977097 n99=0.0002673022667135669 n100=0.0001559099485834928 n101=0.0001321914248088944 n102=7.918922232245971e-05 n103=2.742143135669405e-05 n104=0.0002249143208459811 n105=0.0003340618202870447 n106=1.221981194881741e-05 n107=0.0001190465766419463 n108=3.928345107758289e-05 n109=3.064986669166383e-05 n110=1.281767555173704e-05 n111=1.72726295612884e-05 n112=3.756418907654593e-05 n113=3.307399470207912e-06 n114=1.181132727256272e-05 n115=0.0004194244640756485 Q is here equal to 7.999999999993663 3.) nd: 6.157311557636087 Norm of Spectral functions:  0: 0.9999  1: 0.9999  2: 0.9998  3: 0.9994  4: 1.0020  5: 1.0054  6: 1.0061  7: 1.0061  8: 0.9963  9: 1.0003 10: 1.0000 11: 1.0022 12: 0.9992 13: 0.9990 14: 0.9997 15: 1.0013 16: 0.9809 17: 1.0005 18: 1.0010 19: 0.9998 20: 1.0002 21: 0.9997 22: 0.9992 23: 1.0004 24: 1.0017 25: 0.9968 26: 1.0007 27: 1.0046 28: 1.0054 29: 1.0027 30: 0.9879 31: 1.0120 32: 0.9879 33: 0.9784 34: 0.9734 35: 0.9697 36: 1.0011 37: 0.9111 38: 0.9886 39: 1.0211 40: 1.0119 41: 0.9867 42: 0.9756 43: 2.6437 44: 1.0148 45: 1.0369 46: 1.7496 47: 1.0004 48: 2.5486 49: 0.7850 50: 5.1740 51: 0.3976 52: 0.4213 53: 1.7964 54: 0.3179 55: 0.8347 56: 4.0587 57: 0.7655 58: 1.0006 59: 1.0061 60: 0.9881 61: 0.9851 62: 0.9963 63: 1.0160 64: 1.9128 65: 1.0020 66: 0.9773 67: 0.9626 68: 1.0215 69: 0.9886 70: 0.9826 71: 1.0245 72: 1.0113 73: 1.0212 74: 0.9984 75: 0.9515 76: 0.9784 77: 0.9737 78: 1.0150 79: 0.9987 80: 0.9906 81: 1.0011 82: 0.9559 83: 0.9895 84: 0.9731 85: 0.9890 86: 1.0219 87: 1.0327 88: 0.9731 89: 0.9952 90: 0.9857 91: 0.9965 92: 0.9821 93: 0.9986 94: 1.0710 95: 0.9641 96: 0.8410 97: 1.1969 98: 0.7081 99: 1.2949 100: 0.8993 101: 0.9294 102: 0.9015 103: 1.0776 104: 0.9756 105: 0.9594 106: 0.9869 107: 1.0132 108: 1.0052 109: 0.8810 110: 1.0866 111: 1.2782 112: 1.2729 113: 1.0781 114: 0.5843 115: 0.1317  0: 5.0308  1: 1.1265 3.) SelfConsistentStep 3.) Difference between steps: 0.04427 4.) DeterminSpectralFunctions ; lambda = -147.141664865699 -1.220196877082174 Found lorentz at 10 -0.0194017 lm= -0.0194017 8.3558e-08 -5.77046 lp= -0.0194017 8.3558e-08 -0.829493 r- 4.87224e-05 Found lorentz at 11 0.595081 lm= 0.595081 2.57708e-20 -0.260508 lp= 0.595081 2.57708e-20 -0.81936 r- 3.00011e-19 Found lorentz at 12 1.1171 lm= 1.1171 5.26361e-19 -0.0122874 lp= 1.1171 5.26361e-19 -0.804215 r- 2.18167e-17 Found lorentz at 13 1.48024 lm= 1.48024 1.27413e-18 -0.00480498 lp= 1.48024 1.27413e-18 -0.782444 r- 5.428e-17 Found lorentz at 14 1.75578 lm= 1.75578 2.95933e-18 -0.00195828 lp= 1.75578 2.95933e-18 -0.761262 r- 1.2958e-16 Found lorentz at 15 1.95972 lm= 1.95972 5.52884e-13 -1.0024e-08 lp= 1.95972 5.52884e-13 -0.744452 r- 2.47558e-11 Found lorentz at 16 1.90994 lm= 1.90994 3.62412e-13 -1.52472e-08 lp= 1.90994 3.62412e-13 -0.743355 r- 1.62512e-11 Found lorentz at 17 1.80058 lm= 1.80058 3.6398e-18 -0.00177734 lp= 1.80058 3.6398e-18 -0.804311 r- 1.50846e-16 Found lorentz at 18 2.58025 lm= 2.58025 1.07838e-17 -0.000591869 lp= 2.58025 1.07838e-17 -0.798912 r- 4.49937e-16 Found lorentz at 19 2.51236 lm= 2.51236 8.30266e-18 -0.000786699 lp= 2.51236 8.30266e-18 -0.808189 r- 3.42439e-16 Found lorentz at 20 3.26331 lm= 3.26222 0.0157849 -4.77919e-19 lp= 3.26276 0.0158515 -0.871175 r- 0.60725 Found lorentz at 21 3.01439 lm= 3.01439 9.08598e-18 -0.000741247 lp= 3.01439 9.08598e-18 -0.820668 r- 3.69048e-16 Found lorentz at 22 3.15973 lm= 3.15973 1.16295e-17 -0.000571475 lp= 3.15973 1.16295e-17 -0.815229 r- 4.75511e-16 Found lorentz at 23 3.2536 lm= 3.25333 0.006282 -1.08156e-18 lp= 3.25346 0.00629194 -0.825212 r- 0.254269 Found lorentz at 24 3.32595 lm= 3.32595 0.000568749 -1.1352e-17 lp= 3.32595 0.000568762 -0.803532 r- 0.0235944 Found lorentz at 26 3.7986 lm= 3.79859 0.00470386 -1.48354e-18 lp= 3.7986 0.0047039 -0.835373 r- 0.187697 Found lorentz at 27 3.77901 lm= 3.77901 0.00129637 -4.93688e-18 lp= 3.77901 0.00129638 -0.800008 r- 0.0540157 Found lorentz at 28 3.86901 lm= 3.86901 0.000481793 -1.2937e-17 lp= 3.86901 0.000481803 -0.789502 r- 0.0203422 Found lorentz at 29 3.7769 lm= 3.7769 0.000259167 -2.31156e-17 lp= 3.7769 0.000259171 -0.774013 r- 0.0111614 Found lorentz at 30 4.05024 lm= 4.05022 0.00117339 -5.05786e-18 lp= 4.05023 0.0011735 -0.770429 r- 0.00758671 Found lorentz at 31 4.16197 lm= 4.16196 0.002108 -3.0431e-18 lp= 4.16196 0.00210803 -0.800936 r- 0.0131091 Found lorentz at 32 4.20621 lm= 4.20619 0.0050682 -1.24441e-18 lp= 4.2062 0.00506828 -0.794169 r- 0.0450097 Found lorentz at 33 4.19834 lm= 4.19831 0.00416542 -1.50058e-18 lp= 4.19832 0.00416562 -0.79063 r- 0.0262426 Found lorentz at 34 4.20424 lm= 4.20422 0.00259444 -2.33502e-18 lp= 4.20423 0.00259449 -0.778347 r- 0.0235092 Found lorentz at 35 4.20135 lm= 4.20132 0.00277194 -2.08398e-18 lp= 4.20133 0.00277219 -0.760092 r- 0.0257231 Found lorentz at 36 4.27279 lm= 4.27278 0.00236334 -2.58447e-18 lp= 4.27278 0.00236338 -0.781545 r- 0.0213274 Found lorentz at 37 4.65367 lm= 4.65314 0.00801835 -7.12965e-19 lp= 4.6534 0.00804865 -0.758138 r- 0.0725742 Found lorentz at 38 4.51139 lm= 4.51137 0.00269228 -2.29323e-18 lp= 4.51138 0.00269239 -0.785772 r- 0.0236595 Found lorentz at 39 4.60602 lm= 4.60599 0.00342453 -1.79085e-18 lp= 4.60601 0.00342472 -0.783154 r- 0.0301957 Found lorentz at 40 4.73522 lm= 4.73516 0.00486993 -1.2003e-18 lp= 4.73519 0.0048706 -0.764627 r- 0.0434998 Found lorentz at 41 4.6744 lm= 4.67434 0.0039979 -1.50805e-18 lp= 4.67437 0.00399878 -0.776591 r- 0.0351642 Found lorentz at 42 4.66768 lm= 4.66756 0.00491034 -1.22134e-18 lp= 4.66762 0.00491307 -0.774725 r- 0.0433124 Found lorentz at 43 4.91839 lm= 4.91783 0.0129605 -4.92586e-19 lp= 4.91811 0.0129816 -0.799937 r- 0.109606 Found lorentz at 44 4.8678 lm= 4.86722 0.0115923 -5.28492e-19 lp= 4.86751 0.0116175 -0.783933 r- 0.100108 Found lorentz at 45 4.90574 lm= 4.90562 0.00601043 -1.01659e-18 lp= 4.90568 0.00601235 -0.781854 r- 0.0519183 Found lorentz at 46 4.92089 lm= 4.92084 0.00425476 -1.38224e-18 lp= 4.92086 0.00425521 -0.766941 r- 0.0374571 Found lorentz at 47 4.83928 lm= 4.83792 0.0156433 -3.80049e-19 lp= 4.8386 0.0157466 -0.774692 r- 0.13748 Found lorentz at 60 4.21442 lm= 4.22652 0.0955569 -9.06976e-20 lp= 4.22056 0.096894 -0.940273 r- 0.729697 Found lorentz at 61 4.90061 lm= 4.89138 0.0843855 -8.78363e-20 lp= 4.89594 0.0852674 -0.86737 r- 0.665643 Q = 8.000000000001862 n0=0.002632830541289246 n1=0.0005030474118862118 n2=0.0007361112035176945 n3=7.769671233265969e-05 n4=0.0001355688601624259 n5=3.824338891469644e-06 n6=4.740151181050191e-06 n7=4.336077074886233e-05 n8=3.715428982596545e-06 n9=3.472881740555976e-05 n10=0.721514363085102 n11=0.09787052069610355 n12=0.007842346999469452 n13=0.004373915655017338 n14=0.002352349108768569 n15=0.0001479575101186806 n16=0.00015947389473523 n17=0.0002560127259238817 n18=0.0002566404746682962 n19=0.001434973524199841 n20=1.554529423436702e-05 n21=0.0005020103581110119 n22=0.0005511498813442935 n23=6.911073274816077e-05 n24=5.887519476597328e-05 n25=6.074839167884895e-05 n26=7.350604405270998e-06 n27=3.51286219080373e-05 n28=1.303501424295185e-05 n29=5.124336106307604e-05 n30=1.793819191346058e-05 n31=1.29618811562013e-05 n32=1.200265901093324e-05 n33=1.735554610207825e-05 n34=6.969553551296438e-06 n35=2.301299642819623e-05 n36=5.140607805387893e-06 n37=8.284785867453321e-06 n38=5.753241802556862e-06 n39=6.312705531932088e-06 n40=5.660522198156755e-06 n41=6.015560374617446e-06 n42=3.725563021516552e-06 n43=5.087962561210955e-06 n44=4.714370176118202e-06 n45=5.699540163346721e-06 n46=5.190595298593972e-06 n47=6.432843768938237e-06 n48=1.996687591299267e-06 n49=3.813041779648896e-06 n50=1.654581391222634e-06 n51=1.875457487139771e-06 n52=1.983642851593897e-06 n53=6.30417473231997e-07 n54=1.26196383647718e-07 n55=1.024499607978344e-06 n56=2.138740163708128e-06 n57=7.899534942664362e-06 n58=4.313654704241132e-05 n59=0.04993029129908234 n60=0.06848552968942898 n61=0.006540467571597958 n62=0.01244468301834468 n63=0.0009936053394670676 n64=3.644624240172558e-06 n65=5.813525221946668e-05 n66=2.308110910796474e-05 n67=5.917518873488105e-06 n68=0.0001184941673163123 n69=0.005609505148693746 n70=0.003555072249077735 n71=0.0012491426621458 n72=0.001904050735580851 n73=2.425849756465408e-05 n74=0.0001865478984100878 n75=5.293501507066923e-06 n76=2.985383073211052e-06 n77=1.787964946182662e-05 n78=5.8929701212649e-06 n79=0.002105437477830827 n80=6.179879770484233e-06 n81=0.0002440494627748059 n82=1.698896889439565e-06 n83=1.29813688772166e-05 n84=1.50218172595258e-06 n85=1.151939067763396e-06 n86=0.00053526226473486 n87=1.990085417686184e-07 n88=1.084068954688449e-05 n89=0.0004341948651084829 n90=2.399269084387444e-06 n91=0.0001768835933402231 n92=0.0001058799252287642 n93=4.988032600667247e-07 n94=6.676152761453855e-07 n95=0.0002399310222626926 n96=0.0002692563888129033 n97=0.0005368882947708738 n98=0.0002707823299230038 n99=0.0002638342062397952 n100=0.0001539677277861724 n101=0.0001306214303179734 n102=7.82790063712174e-05 n103=2.71165762267946e-05 n104=0.0002220615016687439 n105=0.0003301492842178235 n106=1.217352943339906e-05 n107=0.0001175011366038798 n108=3.920407816244665e-05 n109=3.031239288060952e-05 n110=1.265340347457921e-05 n111=1.715217698363551e-05 n112=3.713773546730372e-05 n113=3.2828574265222e-06 n114=1.165326224520226e-05 n115=0.0004188222938987763 Q is here equal to 8.000000000001862 4.) nd: 6.156565055149247 Norm of Spectral functions:  0: 0.9999  1: 0.9999  2: 0.9998  3: 0.9994  4: 1.0022  5: 1.0055  6: 1.0061  7: 1.0060  8: 0.9964  9: 1.0002 10: 1.0001 11: 1.0018 12: 1.0012 13: 0.9987 14: 0.9991 15: 1.0031 16: 0.9995 17: 1.0004 18: 1.0005 19: 0.9998 20: 1.0025 21: 0.9993 22: 1.0012 23: 1.0019 24: 1.0013 25: 0.9986 26: 0.9991 27: 1.0019 28: 1.0023 29: 1.0009 30: 0.9870 31: 1.0102 32: 0.9851 33: 1.0191 34: 0.9689 35: 0.9891 36: 0.9997 37: 0.9117 38: 0.9863 39: 1.0147 40: 1.0096 41: 0.9851 42: 0.9740 43: 1.0066 44: 1.0103 45: 1.0319 46: 1.0324 47: 0.9841 48: 1.4687 49: 0.7527 50: 4.2282 51: 0.4156 52: 0.4219 53: 1.4627 54: 0.3046 55: 0.9621 56: 3.6521 57: 0.7696 58: 1.0004 59: 0.9996 60: 0.9765 61: 0.9809 62: 1.0023 63: 1.0305 64: 2.5687 65: 0.9983 66: 0.9785 67: 0.9753 68: 1.0183 69: 0.9939 70: 1.0184 71: 1.0397 72: 1.0072 73: 1.0302 74: 0.9990 75: 0.9670 76: 0.9802 77: 1.0024 78: 1.0363 79: 0.9916 80: 0.9921 81: 0.9960 82: 0.9567 83: 0.9990 84: 0.9672 85: 0.9841 86: 0.9984 87: 1.0896 88: 0.9921 89: 1.0026 90: 1.0138 91: 0.9880 92: 0.9685 93: 0.9893 94: 1.0063 95: 0.9529 96: 0.8476 97: 1.4636 98: 0.7493 99: 1.1522 100: 0.8918 101: 0.9217 102: 0.8884 103: 1.0293 104: 0.9666 105: 0.9885 106: 0.9802 107: 1.0138 108: 1.0126 109: 0.8741 110: 1.0989 111: 1.3165 112: 1.3182 113: 1.1566 114: 0.5906 115: 0.1393  0: 4.9881  1: 1.1685 4.) SelfConsistentStep 4.) Difference between steps: 0.04545 5.) DeterminSpectralFunctions ; lambda = -147.1328507057548 -1.211382717138036 Found lorentz at 10 -0.0181435 lm= -0.0181435 9.7163e-08 -5.0981 lp= -0.0181435 9.7163e-08 -0.831033 r- 6.27901e-05 Found lorentz at 11 0.588217 lm= 0.588217 1.48574e-20 -0.452646 lp= 0.588217 1.48574e-20 -0.820071 r- 1.72813e-19 Found lorentz at 12 1.11055 lm= 1.11055 3.10552e-19 -0.0208855 lp= 1.11055 3.10552e-19 -0.805358 r- 1.28536e-17 Found lorentz at 13 1.47674 lm= 1.47674 7.59871e-19 -0.00816349 lp= 1.47674 7.59871e-19 -0.787604 r- 3.21596e-17 Found lorentz at 14 1.75113 lm= 1.75113 1.74305e-18 -0.00334766 lp= 1.75113 1.74305e-18 -0.76388 r- 7.60612e-17 Found lorentz at 15 1.93963 lm= 1.93963 2.7983e-13 -1.98666e-08 lp= 1.93963 2.7983e-13 -0.745605 r- 1.25102e-11 Found lorentz at 16 1.78715 lm= 1.78715 5.76301e-14 -9.68209e-08 lp= 1.78715 5.76301e-14 -0.746981 r- 2.57169e-12 Found lorentz at 17 1.79823 lm= 1.79823 2.1655e-18 -0.00299709 lp= 1.79823 2.1655e-18 -0.805618 r- 8.95999e-17 Found lorentz at 18 2.57475 lm= 2.57475 6.39904e-18 -0.00100062 lp= 2.57475 6.39904e-18 -0.800187 r- 2.66564e-16 Found lorentz at 19 2.47848 lm= 2.47848 4.59388e-18 -0.00141588 lp= 2.47848 4.59388e-18 -0.806498 r- 1.8987e-16 Found lorentz at 20 3.25344 lm= 3.2524 0.0119047 -5.96964e-19 lp= 3.25292 0.0119834 -0.846996 r- 0.472499 Found lorentz at 21 3.00751 lm= 3.00751 5.41951e-18 -0.00124948 lp= 3.00751 5.41951e-18 -0.822895 r- 2.1953e-16 Found lorentz at 22 3.15383 lm= 3.15383 6.91597e-18 -0.00096199 lp= 3.15383 6.91597e-18 -0.815665 r- 2.82631e-16 Found lorentz at 23 3.24525 lm= 3.24505 0.00434203 -1.47747e-18 lp= 3.24515 0.00435076 -0.802101 r- 0.180911 Found lorentz at 24 3.32127 lm= 3.32126 0.000534538 -1.209e-17 lp= 3.32126 0.000534578 -0.803944 r- 0.0221653 Found lorentz at 26 3.79094 lm= 3.79092 0.00450021 -1.54625e-18 lp= 3.79093 0.00450031 -0.834187 r- 0.179829 Found lorentz at 27 3.77233 lm= 3.77232 0.0013444 -4.76522e-18 lp= 3.77233 0.00134442 -0.800406 r- 0.0559893 Found lorentz at 28 3.86303 lm= 3.86302 0.000562866 -1.11107e-17 lp= 3.86302 0.000562877 -0.790825 r- 0.0237255 Found lorentz at 29 3.73843 lm= 3.73843 0.000146685 -4.04654e-17 lp= 3.73843 0.000146688 -0.770443 r- 0.0063465 Found lorentz at 30 4.04444 lm= 4.04443 0.00108707 -5.46645e-18 lp= 4.04443 0.00108716 -0.770914 r- 0.00702409 Found lorentz at 31 4.15554 lm= 4.15554 0.00203605 -3.14527e-18 lp= 4.15554 0.00203607 -0.800251 r- 0.0126725 Found lorentz at 32 4.19647 lm= 4.19645 0.0049848 -1.3058e-18 lp= 4.19646 0.00498487 -0.806801 r- 0.0307739 Found lorentz at 33 4.19057 lm= 4.19054 0.00403959 -1.54548e-18 lp= 4.19056 0.00403976 -0.790158 r- 0.0254648 Found lorentz at 34 4.19962 lm= 4.19961 0.00260395 -2.43674e-18 lp= 4.19961 0.00260399 -0.796573 r- 0.016282 Found lorentz at 35 4.1821 lm= 4.18208 0.00263003 -2.31586e-18 lp= 4.18209 0.00263012 -0.780455 r- 0.0167852 Found lorentz at 36 4.26414 lm= 4.26413 0.00231587 -2.63109e-18 lp= 4.26413 0.00231591 -0.780604 r- 0.0209243 Found lorentz at 37 4.64905 lm= 4.64859 0.00755819 -7.619e-19 lp= 4.64882 0.00758209 -0.760568 r- 0.0681367 Found lorentz at 38 4.50351 lm= 4.50349 0.00266151 -2.31717e-18 lp= 4.5035 0.00266161 -0.785334 r- 0.0234021 Found lorentz at 39 4.59539 lm= 4.59537 0.00334366 -1.82723e-18 lp= 4.59538 0.00334383 -0.781671 r- 0.0295384 Found lorentz at 40 4.7293 lm= 4.72924 0.0047505 -1.22835e-18 lp= 4.72927 0.00475109 -0.763959 r- 0.0424694 Found lorentz at 41 4.66749 lm= 4.66743 0.00384122 -1.56991e-18 lp= 4.66746 0.00384198 -0.776665 r- 0.0337818 Found lorentz at 42 4.66148 lm= 4.66137 0.00470763 -1.27568e-18 lp= 4.66142 0.00470989 -0.775213 r- 0.0414941 Found lorentz at 43 4.90272 lm= 4.90226 0.0116171 -5.43217e-19 lp= 4.90249 0.0116331 -0.795177 r- 0.0988022 Found lorentz at 44 4.86093 lm= 4.86043 0.0106616 -5.71431e-19 lp= 4.86068 0.0106816 -0.781584 r- 0.0923117 Found lorentz at 45 4.89974 lm= 4.89963 0.00578883 -1.05469e-18 lp= 4.89969 0.00579059 -0.781541 r- 0.0500231 Found lorentz at 46 4.90389 lm= 4.90384 0.00407772 -1.4281e-18 lp= 4.90386 0.00407819 -0.763173 r- 0.0360761 Found lorentz at 47 4.8201 lm= 4.81907 0.0130346 -4.46697e-19 lp= 4.81958 0.0131057 -0.766029 r- 0.115679 Found lorentz at 60 4.21041 lm= 4.22427 0.0981117 -8.93836e-20 lp= 4.21748 0.0998193 -0.948123 r- 0.746238 Found lorentz at 61 4.89868 lm= 4.88754 0.0853038 -8.80926e-20 lp= 4.89301 0.0865755 -0.876115 r- 0.669968 Q = 8.000000000003924 n0=0.002582006488840352 n1=0.0005295756355082002 n2=0.0007286581941724465 n3=8.68714447959753e-05 n4=0.0001364360639812102 n5=3.861992242888372e-06 n6=5.336634478880513e-06 n7=4.40943563554824e-05 n8=3.760870787016152e-06 n9=5.131000745503219e-05 n10=0.6374720980426171 n11=0.1699227097250876 n12=0.01321611538674004 n13=0.007311795446015802 n14=0.003914743190243475 n15=0.0001475592128235423 n16=0.0001617330847069072 n17=0.0004082119925892768 n18=0.0004097507901494973 n19=0.002457232231888664 n20=1.558794628710413e-05 n21=0.0008195507735475191 n22=0.0008926579596690492 n23=6.870859201893586e-05 n24=5.853999204588345e-05 n25=6.069499447974856e-05 n26=7.389380500219564e-06 n27=3.486963902474464e-05 n28=1.297635060109936e-05 n29=5.113049181758606e-05 n30=1.790585899180812e-05 n31=1.310896715711099e-05 n32=1.202621720000893e-05 n33=1.733991853736397e-05 n34=7.087287030429632e-06 n35=2.30871597692225e-05 n36=5.181214823289959e-06 n37=8.275424654570696e-06 n38=5.802047404482803e-06 n39=6.472517636751313e-06 n40=5.776503618763296e-06 n41=6.065026624985166e-06 n42=3.743219540339067e-06 n43=5.086701729459574e-06 n44=4.733479577533227e-06 n45=5.732879436255295e-06 n46=5.253374766398224e-06 n47=6.416804420850157e-06 n48=2.022498592791384e-06 n49=3.822650757418746e-06 n50=1.66732453431555e-06 n51=1.892613631633525e-06 n52=1.985635044209872e-06 n53=6.307150802082394e-07 n54=1.268543796533513e-07 n55=1.028509014126036e-06 n56=2.137756265723763e-06 n57=7.936720278065292e-06 n58=4.397974090039786e-05 n59=0.05027898349957576 n60=0.06643484197003992 n61=0.00681699758004738 n62=0.01288216558387504 n63=0.001701778801890584 n64=4.379666374775792e-06 n65=9.664168868615442e-05 n66=3.757498701409946e-05 n67=8.510781793614619e-06 n68=0.0002009445825772576 n69=0.0054867658554426 n70=0.003478751416779258 n71=0.001354050757278353 n72=0.0020356740956344 n73=3.981358979386092e-05 n74=0.0003187302325990744 n75=8.030678656916838e-06 n76=4.137943153621214e-06 n77=3.002311434940861e-05 n78=9.224718941202366e-06 n79=0.002074508076527745 n80=9.495567019618839e-06 n81=0.0002504079511187236 n82=2.387248818081506e-06 n83=1.737350507588314e-05 n84=1.959565043550553e-06 n85=1.325567249100727e-06 n86=0.000530567593508006 n87=2.217748690101947e-07 n88=1.836844641395372e-05 n89=0.0004631171026802133 n90=3.860617608388845e-06 n91=0.0001734062165258674 n92=0.0001117732932653677 n93=7.581495263219896e-07 n94=8.288183827794373e-07 n95=0.000244041778809601 n96=0.0003337027998389875 n97=0.0005310617058879991 n98=0.0002681878078858742 n99=0.0002612162535246835 n100=0.0001528022834510335 n101=0.0001296363422083139 n102=7.771819827518023e-05 n103=2.693429277490093e-05 n104=0.0002190643742050232 n105=0.0003260011847927018 n106=1.218031800383004e-05 n107=0.0001158102017678084 n108=3.934243444043917e-05 n109=2.997608884674793e-05 n110=1.24714247345315e-05 n111=1.707514131514034e-05 n112=3.669985894072335e-05 n113=3.264194991062919e-06 n114=1.147772268628264e-05 n115=0.0004206620216137749 Q is here equal to 8.000000000003924 5.) nd: 6.156677377628859 Norm of Spectral functions:  0: 0.9999  1: 0.9999  2: 0.9997  3: 0.9994  4: 1.0017  5: 1.0054  6: 1.0060  7: 1.0060  8: 0.9964  9: 1.0001 10: 1.0000 11: 1.0014 12: 1.0007 13: 1.0015 14: 0.9985 15: 0.9994 16: 0.9991 17: 1.0002 18: 1.0000 19: 0.9995 20: 1.0087 21: 1.0009 22: 1.0007 23: 1.0144 24: 0.9978 25: 1.0030 26: 0.9995 27: 0.9991 28: 0.9992 29: 0.9963 30: 0.9855 31: 1.0085 32: 1.0149 33: 1.0311 34: 1.0142 35: 1.0236 36: 0.9979 37: 0.9046 38: 0.9819 39: 1.0095 40: 1.0069 41: 0.9821 42: 0.9700 43: 1.0328 44: 1.0045 45: 1.0251 46: 1.0228 47: 0.9612 48: 0.8345 49: 0.7064 50: 1.9559 51: 0.4681 52: 0.4468 53: 1.0397 54: 0.2933 55: 1.3035 56: 1.7220 57: 0.7735 58: 1.0004 59: 1.0047 60: 0.9734 61: 0.9776 62: 1.0096 63: 1.0453 64: 1.1347 65: 0.9961 66: 0.9779 67: 0.9871 68: 1.0226 69: 0.9930 70: 1.0391 71: 1.0529 72: 1.0026 73: 1.0397 74: 0.9980 75: 0.9925 76: 0.9845 77: 1.0209 78: 1.0162 79: 0.9864 80: 0.9915 81: 0.9946 82: 0.9649 83: 1.0056 84: 0.9668 85: 0.9641 86: 0.9879 87: 1.1204 88: 1.0009 89: 1.0057 90: 1.0313 91: 0.9867 92: 0.9610 93: 0.9839 94: 0.9523 95: 0.9512 96: 0.8551 97: 1.9608 98: 0.7884 99: 1.0542 100: 0.8885 101: 0.9174 102: 0.8801 103: 0.9889 104: 0.9601 105: 1.0168 106: 0.9768 107: 1.0152 108: 1.0187 109: 0.8693 110: 1.1068 111: 1.3409 112: 1.3483 113: 1.2181 114: 0.5970 115: 0.1457  0: 4.9134  1: 1.2433 5.) SelfConsistentStep 5.) Difference between steps: 0.04519 6.) DeterminSpectralFunctions ; lambda = -147.1302224901052 -1.208754501488357 Found lorentz at 10 -0.0156333 lm= -0.0156333 1.25988e-07 -3.97076 lp= -0.0156333 1.25988e-07 -0.831834 r- 9.03139e-05 Found lorentz at 11 0.58401 lm= 0.58401 8.68795e-21 -0.774239 lp= 0.58401 8.68795e-21 -0.820155 r- 1.01043e-19 Found lorentz at 12 1.10638 lm= 1.10638 1.84221e-19 -0.0352356 lp= 1.10638 1.84221e-19 -0.805678 r- 7.6218e-18 Found lorentz at 13 1.47511 lm= 1.47511 4.53803e-19 -0.0137029 lp= 1.47511 4.53803e-19 -0.788569 r- 1.91826e-17 Found lorentz at 14 1.74835 lm= 1.74835 1.04012e-18 -0.00568496 lp= 1.74835 1.04012e-18 -0.768964 r- 4.50876e-17 Found lorentz at 15 1.94261 lm= 1.94261 1.73143e-13 -3.23203e-08 lp= 1.94261 1.73143e-13 -0.748066 r- 7.71515e-12 Found lorentz at 16 1.8399 lm= 1.8399 6.3346e-14 -8.91841e-08 lp= 1.8399 6.3346e-14 -0.751629 r- 2.80928e-12 Found lorentz at 17 1.79809 lm= 1.79809 1.29949e-18 -0.00500211 lp= 1.79809 1.29949e-18 -0.806237 r- 5.37264e-17 Found lorentz at 18 2.57173 lm= 2.57173 3.81485e-18 -0.00168048 lp= 2.57173 3.81485e-18 -0.800673 r- 1.58818e-16 Found lorentz at 19 2.48344 lm= 2.48344 2.79629e-18 -0.00233444 lp= 2.48344 2.79629e-18 -0.807946 r- 1.15366e-16 Found lorentz at 20 3.24759 lm= 3.24685 0.0092161 -7.10806e-19 lp= 3.24721 0.00926833 -0.812652 r- 0.380785 Found lorentz at 21 3.00394 lm= 3.00394 3.23311e-18 -0.00209319 lp= 3.00394 3.23311e-18 -0.822649 r- 1.31004e-16 Found lorentz at 22 3.15022 lm= 3.15022 4.12492e-18 -0.00161244 lp= 3.15022 4.12492e-18 -0.815547 r- 1.68595e-16 Found lorentz at 23 3.24168 lm= 3.24152 0.00320602 -1.95254e-18 lp= 3.2416 0.00321249 -0.792336 r- 0.135227 Found lorentz at 24 3.31931 lm= 3.3193 0.000462291 -1.3958e-17 lp= 3.31931 0.000462348 -0.803354 r- 0.0191848 Found lorentz at 26 3.78645 lm= 3.78641 0.00435354 -1.5978e-18 lp= 3.78643 0.00435397 -0.834089 r- 0.174006 Found lorentz at 27 3.76855 lm= 3.76854 0.00135459 -4.72688e-18 lp= 3.76854 0.00135462 -0.800198 r- 0.0564288 Found lorentz at 28 3.85893 lm= 3.85893 0.000607164 -1.03053e-17 lp= 3.85893 0.000607177 -0.791024 r- 0.0255863 Found lorentz at 29 3.74974 lm= 3.74974 0.000217446 -2.75203e-17 lp= 3.74974 0.000217451 -0.773588 r- 0.00936988 Found lorentz at 30 4.04118 lm= 4.04117 0.00103456 -5.74063e-18 lp= 4.04117 0.00103463 -0.770689 r- 0.00668665 Found lorentz at 31 4.15179 lm= 4.15179 0.00199453 -3.20261e-18 lp= 4.15179 0.00199454 -0.799235 r- 0.0124298 Found lorentz at 32 4.19169 lm= 4.19167 0.00489997 -1.32499e-18 lp= 4.19168 0.00490002 -0.805761 r- 0.0302891 Found lorentz at 33 4.18779 lm= 4.18776 0.00398907 -1.56373e-18 lp= 4.18778 0.00398923 -0.789821 r- 0.025157 Found lorentz at 34 4.19735 lm= 4.19733 0.0025803 -2.455e-18 lp= 4.19734 0.00258034 -0.795912 r- 0.0161475 Found lorentz at 35 4.18146 lm= 4.18145 0.00258053 -2.36218e-18 lp= 4.18146 0.00258061 -0.780766 r- 0.0164626 Found lorentz at 36 4.25837 lm= 4.25836 0.00228398 -2.65943e-18 lp= 4.25837 0.00228403 -0.779378 r- 0.0206687 Found lorentz at 37 4.64588 lm= 4.64546 0.0073824 -7.82729e-19 lp= 4.64567 0.0074036 -0.761719 r- 0.0664267 Found lorentz at 38 4.49832 lm= 4.49831 0.00264725 -2.32473e-18 lp= 4.49832 0.00264734 -0.784503 r- 0.0233013 Found lorentz at 39 4.59172 lm= 4.5917 0.00333992 -1.82639e-18 lp= 4.59171 0.00334009 -0.781052 r- 0.0295287 Found lorentz at 40 4.72558 lm= 4.72553 0.00471117 -1.23491e-18 lp= 4.72555 0.00471173 -0.762815 r- 0.0421807 Found lorentz at 41 4.66303 lm= 4.66298 0.00377034 -1.59768e-18 lp= 4.66301 0.00377106 -0.776235 r- 0.0331765 Found lorentz at 42 4.65719 lm= 4.65708 0.0046281 -1.2968e-18 lp= 4.65713 0.00463017 -0.774956 r- 0.0408049 Found lorentz at 43 4.89903 lm= 4.89861 0.0112117 -5.61773e-19 lp= 4.89882 0.011226 -0.794348 r- 0.0954404 Found lorentz at 44 4.85659 lm= 4.85613 0.0102132 -5.94159e-19 lp= 4.85636 0.010231 -0.779962 r- 0.0885979 Found lorentz at 45 4.89601 lm= 4.89591 0.00571043 -1.06764e-18 lp= 4.89596 0.00571215 -0.780981 r- 0.0493808 Found lorentz at 46 4.90367 lm= 4.90362 0.0041436 -1.40834e-18 lp= 4.90364 0.00414411 -0.763978 r- 0.0366208 Found lorentz at 47 4.82266 lm= 4.82169 0.0128841 -4.5226e-19 lp= 4.82217 0.0129481 -0.766055 r- 0.114268 Found lorentz at 60 4.19868 lm= 4.20367 0.115686 -9.19447e-20 lp= 4.20118 0.115875 -1.03255 r- 0.55921 Found lorentz at 61 4.89146 lm= 4.87839 0.085692 -8.86734e-20 lp= 4.88477 0.0874303 -0.884357 r- 0.67132 Q = 8.000000000002952 n0=0.002485398541972787 n1=0.0005741948720014254 n2=0.000712993542094665 n3=0.0001025742801788026 n4=0.0001379525477988305 n5=3.906454653662702e-06 n6=6.360609312310064e-06 n7=4.518947600762538e-05 n8=3.830261826778383e-06 n9=7.990475495401198e-05 n10=0.4965472825282637 n11=0.2905213397412384 n12=0.02218580539595637 n13=0.01215851169166033 n14=0.006544412607206382 n15=0.0001476050889219789 n16=0.0001605505102197237 n17=0.0006584736535447135 n18=0.0006644892130660564 n19=0.003948628678241437 n20=1.569411733571628e-05 n21=0.001346725906258688 n22=0.001461503309101392 n23=6.809990407431259e-05 n24=5.803372908692191e-05 n25=6.022122470306862e-05 n26=7.465033122953099e-06 n27=3.446568772209339e-05 n28=1.290785883900088e-05 n29=5.072489519060809e-05 n30=1.78888953925215e-05 n31=1.336927844710996e-05 n32=1.207276618105033e-05 n33=1.732691831532045e-05 n34=7.30245063013221e-06 n35=2.321111597406056e-05 n36=5.250710471018399e-06 n37=8.280679419416508e-06 n38=5.878856842188088e-06 n39=6.7437385443997e-06 n40=5.978299155989426e-06 n41=6.148536370375441e-06 n42=3.775613923628695e-06 n43=5.081879489527157e-06 n44=4.769700367108277e-06 n45=5.785927380840901e-06 n46=5.355837328744574e-06 n47=6.39180266589744e-06 n48=2.066833776846912e-06 n49=3.850133881887133e-06 n50=1.687210041263457e-06 n51=1.920051099387665e-06 n52=1.98810906070171e-06 n53=6.3138106921984e-07 n54=1.279779014503027e-07 n55=1.035143740412654e-06 n56=2.135667070426306e-06 n57=7.996939894628567e-06 n58=4.545625855447349e-05 n59=0.05139793423891882 n60=0.06296012071702643 n61=0.007312062451562501 n62=0.01361366581761441 n63=0.002924802987354682 n64=5.770517027014895e-06 n65=0.0001623384463485904 n66=6.252618793945495e-05 n67=1.306268925087664e-05 n68=0.0003433786813456326 n69=0.005265836679513297 n70=0.003340456002983179 n71=0.001535200304345036 n72=0.00226382009175736 n73=6.654909754056257e-05 n74=0.0005470467702413813 n75=1.317438307775054e-05 n76=6.155447033527448e-06 n77=5.096604705117633e-05 n78=1.494089098834818e-05 n79=0.002017796673581104 n80=1.526899685606149e-05 n81=0.0002609356240904912 n82=3.612080242150762e-06 n83=2.492213033013528e-05 n84=2.813521137877558e-06 n85=1.631275895238388e-06 n86=0.0005213503710410269 n87=2.643346787136749e-07 n88=3.134083243171105e-05 n89=0.0005133404974053603 n90=6.382586783986987e-06 n91=0.000167110182946221 n92=0.0001217984549897061 n93=1.20501959208254e-06 n94=1.12520529885681e-06 n95=0.0002509304311094755 n96=0.0004449305185542376 n97=0.0005266083563847104 n98=0.000267441724724376 n99=0.0002599641545368761 n100=0.0001529881302997782 n101=0.0001296296282008862 n102=7.773337026713246e-05 n103=2.695204709407314e-05 n104=0.0002154407526324383 n105=0.000320789888870406 n106=1.225485613598988e-05 n107=0.0001136478744627611 n108=3.978454096957068e-05 n109=2.958489493465197e-05 n110=1.22337756466798e-05 n111=1.70404895868787e-05 n112=3.617155758138877e-05 n113=3.248722722929921e-06 n114=1.125010640958087e-05 n115=0.0004259131151100746 Q is here equal to 8.000000000002952 6.) nd: 6.157491617818231 Norm of Spectral functions:  0: 0.9998  1: 0.9997  2: 0.9994  3: 0.9993  4: 1.0013  5: 1.0052  6: 1.0059  7: 1.0059  8: 0.9964  9: 1.0001 10: 1.0001 11: 1.0011 12: 1.0004 13: 1.0013 14: 1.0020 15: 0.9999 16: 1.0021 17: 1.0002 18: 0.9997 19: 0.9999 20: 0.9970 21: 1.0007 22: 1.0005 23: 1.0185 24: 0.9946 25: 0.9976 26: 1.0029 27: 0.9968 28: 0.9968 29: 1.0024 30: 0.9846 31: 1.0075 32: 1.0169 33: 1.0273 34: 1.0306 35: 1.0224 36: 0.9966 37: 0.9001 38: 0.9769 39: 1.0082 40: 1.0055 41: 0.9797 42: 0.9663 43: 1.0304 44: 1.0011 45: 1.0217 46: 1.0231 47: 0.9653 48: 0.6871 49: 0.6851 50: 1.2834 51: 0.5313 52: 0.4838 53: 0.8448 54: 0.2896 55: 1.6680 56: 1.3799 57: 0.7509 58: 1.0005 59: 0.9982 60: 0.9756 61: 0.9753 62: 1.0159 63: 1.0566 64: 0.5516 65: 0.9945 66: 0.9819 67: 1.0018 68: 1.0168 69: 0.9985 70: 1.0524 71: 1.0528 72: 1.0040 73: 1.0446 74: 0.9933 75: 1.0134 76: 0.9864 77: 1.0334 78: 0.9970 79: 0.9838 80: 0.9877 81: 0.9931 82: 0.9731 83: 1.0129 84: 0.9741 85: 0.9609 86: 0.9900 87: 1.1717 88: 0.9893 89: 1.0040 90: 1.0299 91: 0.9861 92: 0.9603 93: 0.9858 94: 0.9146 95: 0.9523 96: 0.8605 97: 1.5250 98: 0.8139 99: 1.0214 100: 0.8932 101: 0.9207 102: 0.8771 103: 0.9727 104: 0.9567 105: 1.0377 106: 0.9765 107: 1.0188 108: 1.0234 109: 0.8645 110: 1.1121 111: 1.3544 112: 1.3638 113: 1.2410 114: 0.5966 115: 0.1474  0: 4.7879  1: 1.3696 6.) SelfConsistentStep 6.) Difference between steps: 0.04008 7.) DeterminSpectralFunctions ; lambda = -147.127994703787 -1.206526715170213 Found lorentz at 10 -0.0145667 lm= -0.0145667 1.61893e-07 -3.57059 lp= -0.0145667 1.61893e-07 -0.832206 r- 0.0001288 Found lorentz at 11 0.580101 lm= 0.580101 8.19977e-21 -0.819977 lp= 0.580101 8.19977e-21 -0.819977 r- 5.91509e-20 Found lorentz at 12 1.10253 lm= 1.10253 1.09308e-19 -0.059368 lp= 1.10253 1.09308e-19 -0.805569 r- 4.52303e-18 Found lorentz at 13 1.47344 lm= 1.47344 2.7072e-19 -0.0229859 lp= 1.47344 2.7072e-19 -0.788843 r- 1.14395e-17 Found lorentz at 14 1.74504 lm= 1.74504 6.15786e-19 -0.00960603 lp= 1.74504 6.15786e-19 -0.769107 r- 2.66883e-17 Found lorentz at 15 1.94864 lm= 1.94864 1.09791e-13 -5.11845e-08 lp= 1.94864 1.09791e-13 -0.749639 r- 4.88194e-12 Found lorentz at 16 1.92298 lm= 1.92298 8.94501e-14 -6.30463e-08 lp= 1.92298 8.94501e-14 -0.750966 r- 3.97045e-12 Found lorentz at 17 1.79667 lm= 1.79667 7.75052e-19 -0.00838987 lp= 1.79667 7.75052e-19 -0.806386 r- 3.20381e-17 Found lorentz at 18 2.5682 lm= 2.5682 2.26999e-18 -0.00282392 lp= 2.5682 2.26999e-18 -0.800641 r- 9.45071e-17 Found lorentz at 19 2.4939 lm= 2.4939 1.72675e-18 -0.0038008 lp= 2.4939 1.72675e-18 -0.810126 r- 7.10487e-17 Found lorentz at 20 3.24227 lm= 3.24153 0.00839399 -7.70545e-19 lp= 3.2419 0.00845035 -0.808095 r- 0.349241 Found lorentz at 21 2.99985 lm= 2.99985 1.92669e-18 -0.00350855 lp= 2.99985 1.92669e-18 -0.822185 r- 7.81126e-17 Found lorentz at 22 3.14601 lm= 3.14601 2.45683e-18 -0.00270448 lp= 3.14601 2.45683e-18 -0.815135 r- 1.00467e-16 Found lorentz at 23 3.23748 lm= 3.23734 0.00263401 -2.35103e-18 lp= 3.23741 0.00264027 -0.78827 r- 0.111724 Found lorentz at 24 3.31658 lm= 3.31658 0.00027606 -2.3276e-17 lp= 3.31658 0.000276084 -0.801646 r- 0.0114802 Found lorentz at 26 3.78214 lm= 3.78209 0.00427215 -1.62726e-18 lp= 3.78211 0.00427255 -0.833834 r- 0.170804 Found lorentz at 27 3.76393 lm= 3.76393 0.00123302 -5.18526e-18 lp= 3.76393 0.00123305 -0.799608 r- 0.0514025 Found lorentz at 28 3.85421 lm= 3.85421 0.000540474 -1.15571e-17 lp= 3.85421 0.000540485 -0.790346 r- 0.0227954 Found lorentz at 29 3.76837 lm= 3.76837 0.000230102 -2.61095e-17 lp= 3.76837 0.000230111 -0.775123 r- 0.00989576 Found lorentz at 30 4.03764 lm= 4.03763 0.000942082 -6.29067e-18 lp= 4.03763 0.000942149 -0.769866 r- 0.00609547 Found lorentz at 31 4.14761 lm= 4.1476 0.00196646 -3.23969e-18 lp= 4.14761 0.00196647 -0.798171 r- 0.0122712 Found lorentz at 32 4.18649 lm= 4.18647 0.00486614 -1.33078e-18 lp= 4.18648 0.00486619 -0.804726 r- 0.0301187 Found lorentz at 33 4.18449 lm= 4.18446 0.00396445 -1.57141e-18 lp= 4.18447 0.00396462 -0.789312 r- 0.0250179 Found lorentz at 34 4.19438 lm= 4.19437 0.00257236 -2.45803e-18 lp= 4.19438 0.0025724 -0.795177 r- 0.0161128 Found lorentz at 35 4.18279 lm= 4.18277 0.00256678 -2.37873e-18 lp= 4.18278 0.00256685 -0.781405 r- 0.0163615 Found lorentz at 36 4.25268 lm= 4.25267 0.00225622 -2.68402e-18 lp= 4.25267 0.00225628 -0.778202 r- 0.0204485 Found lorentz at 37 4.64161 lm= 4.64118 0.00734818 -7.86307e-19 lp= 4.64139 0.00736975 -0.761721 r- 0.066124 Found lorentz at 38 4.49318 lm= 4.49316 0.00262562 -2.33817e-18 lp= 4.49317 0.00262571 -0.783548 r- 0.0231391 Found lorentz at 39 4.58832 lm= 4.5883 0.00335811 -1.81365e-18 lp= 4.58831 0.00335828 -0.780441 r- 0.0297128 Found lorentz at 40 4.72138 lm= 4.72132 0.0047219 -1.22806e-18 lp= 4.72135 0.00472248 -0.761565 r- 0.0423463 Found lorentz at 41 4.65842 lm= 4.65837 0.00374228 -1.60671e-18 lp= 4.65839 0.00374302 -0.775529 r- 0.0329599 Found lorentz at 42 4.65238 lm= 4.65227 0.00461496 -1.29812e-18 lp= 4.65232 0.00461708 -0.774256 r- 0.0407266 Found lorentz at 43 4.89652 lm= 4.89608 0.0113132 -5.58149e-19 lp= 4.8963 0.0113281 -0.795383 r- 0.0961847 Found lorentz at 44 4.85182 lm= 4.85136 0.0101718 -5.96185e-19 lp= 4.85159 0.0101902 -0.779741 r- 0.0882712 Found lorentz at 45 4.8918 lm= 4.89169 0.00576515 -1.05652e-18 lp= 4.89175 0.00576701 -0.780627 r- 0.049878 Found lorentz at 46 4.90546 lm= 4.9054 0.00431164 -1.35917e-18 lp= 4.90543 0.00431225 -0.765601 r- 0.038026 Found lorentz at 47 4.82773 lm= 4.82669 0.013576 -4.33364e-19 lp= 4.8272 0.0136457 -0.769843 r- 0.119837 Found lorentz at 59 2.51724 lm= 2.51857 0.0250416 -2.88107e-19 lp= 2.51791 0.0251034 -0.85089 r- 0.984112 Found lorentz at 60 4.20155 lm= 4.22426 0.103804 -8.32182e-20 lp= 4.21345 0.108123 -0.957175 r- 0.806331 Found lorentz at 61 4.89288 lm= 4.87804 0.0869611 -8.80201e-20 lp= 4.88524 0.0891668 -0.890783 r- 0.680716 Q = 8.000000000003075 n0=0.002317483324356078 n1=0.0006491227172859315 n2=0.0006858464043041105 n3=0.0001290167548821023 n4=0.0001409117916141179 n5=3.984259199931605e-06 n6=8.085309968929011e-06 n7=4.697342587589547e-05 n8=3.942540565513884e-06 n9=0.0001279804894792474 n10=0.4465288871430395 n11=0.3076761658035821 n12=0.03727091410564796 n13=0.02028201624314637 n14=0.01095736181689086 n15=0.0001492194636415889 n16=0.0001604295780972643 n17=0.001081431477808845 n18=0.001093012148585992 n19=0.006329467994359697 n20=1.59158809913873e-05 n21=0.002231126500977452 n22=0.00241658744150171 n23=6.717867472421906e-05 n24=5.725660381990344e-05 n25=5.954976670308602e-05 n26=7.606761704374889e-06 n27=3.382172727466788e-05 n28=1.282162919662659e-05 n29=5.010542086141082e-05 n30=1.789927331998564e-05 n31=1.382681390071391e-05 n32=1.216497756441958e-05 n33=1.732638921990501e-05 n34=7.686625212643675e-06 n35=2.345704021266619e-05 n36=5.371511316623438e-06 n37=8.309808892937471e-06 n38=6.006670878082772e-06 n39=7.210774584296235e-06 n40=6.328558931481853e-06 n41=6.292795519343372e-06 n42=3.833892449229012e-06 n43=5.076381275603267e-06 n44=4.836018469908436e-06 n45=5.875279916804397e-06 n46=5.53403468994122e-06 n47=6.359560730549401e-06 n48=2.143954038124442e-06 n49=3.908182231264307e-06 n50=1.720240724244595e-06 n51=1.965697200845696e-06 n52=1.992042274989192e-06 n53=6.327163976226709e-07 n54=1.299353686287676e-07 n55=1.046448496710847e-06 n56=2.132204996989522e-06 n57=8.099178141465487e-06 n58=4.803433421391555e-05 n59=0.05245541332341249 n60=0.05673048491443703 n61=0.008147423280295168 n62=0.01484925768707954 n63=0.004995584840253317 n64=7.910551520322952e-06 n65=0.0002722541057209257 n66=0.0001044055740281259 n67=2.067561721543059e-05 n68=0.0005831612707888182 n69=0.004890101622977928 n70=0.003107783400989267 n71=0.001844999077256663 n72=0.002655436783946819 n73=0.0001112945851325897 n74=0.0009336768346855118 n75=2.121595373226722e-05 n76=9.495668600809182e-06 n77=8.643470169620859e-05 n78=2.447529410859815e-05 n79=0.001923329307187459 n80=2.484694384915769e-05 n81=0.0002788339664742058 n82=5.603200664100404e-06 n83=3.766213020303574e-05 n84=4.153592073559201e-06 n85=2.135313066793424e-06 n86=0.0005060694799312173 n87=3.306782248558102e-07 n88=5.330611824065854e-05 n89=0.0005993886179343648 n90=1.062436397185262e-05 n91=0.0001565417136158758 n92=0.0001388009982435009 n93=1.950555306766884e-06 n94=1.597189580694163e-06 n95=0.0002627032549803576 n96=0.0006329623037045831 n97=0.0005245957833555598 n98=0.0002694935473775551 n99=0.000260651680643039 n100=0.0001552519296256708 n101=0.0001310972300344206 n102=7.86143528388099e-05 n103=2.72709470244996e-05 n104=0.0002103894908239786 n105=0.0003132948961647634 n106=1.243108669906611e-05 n107=0.0001104844147668302 n108=4.0695934855079e-05 n109=2.905162578853699e-05 n110=1.188004092467412e-05 n111=1.705305874008214e-05 n112=3.542718593414455e-05 n113=3.233865806830467e-06 n114=1.091313606953024e-05 n115=0.0004364204361391348 Q is here equal to 8.000000000003075 7.) nd: 6.157735479084826 Norm of Spectral functions:  0: 0.9998  1: 0.9997  2: 0.9993  3: 0.9992  4: 1.0010  5: 1.0050  6: 1.0059  7: 1.0058  8: 0.9964  9: 1.0001 10: 1.0001 11: 1.0009 12: 1.0001 13: 1.0012 14: 1.0016 15: 1.0010 16: 1.0014 17: 1.0001 18: 0.9994 19: 1.0007 20: 1.0007 21: 1.0004 22: 1.0002 23: 1.0061 24: 0.9910 25: 0.9967 26: 1.0047 27: 0.9917 28: 0.9917 29: 0.9954 30: 0.9833 31: 1.0067 32: 1.0150 33: 1.0245 34: 1.0300 35: 1.0235 36: 0.9952 37: 0.8962 38: 0.9682 39: 1.0071 40: 1.0039 41: 0.9759 42: 0.9594 43: 1.0287 44: 0.9980 45: 1.0188 46: 1.0258 47: 0.9717 48: 0.5869 49: 0.6661 50: 0.9159 51: 0.6400 52: 0.5494 53: 0.7134 54: 0.2880 55: 2.1318 56: 1.1721 57: 0.7195 58: 1.0006 59: 1.0002 60: 0.9549 61: 0.9724 62: 1.0191 63: 1.0612 64: 0.5314 65: 0.9937 66: 0.9848 67: 1.0044 68: 1.0160 69: 1.0060 70: 1.0600 71: 1.0526 72: 1.0023 73: 1.0506 74: 0.9924 75: 1.0216 76: 0.9868 77: 1.0426 78: 0.9866 79: 0.9825 80: 0.9868 81: 0.9917 82: 0.9751 83: 1.0166 84: 0.9778 85: 0.9561 86: 0.9947 87: 1.1961 88: 0.9792 89: 1.0039 90: 1.0285 91: 0.9860 92: 0.9589 93: 0.9877 94: 0.9035 95: 0.9531 96: 0.8672 97: 1.0635 98: 0.8398 99: 0.9953 100: 0.8972 101: 0.9239 102: 0.8735 103: 0.9574 104: 0.9533 105: 1.0602 106: 0.9768 107: 1.0230 108: 1.0274 109: 0.8600 110: 1.1171 111: 1.3650 112: 1.3757 113: 1.2579 114: 0.5955 115: 0.1489  0: 4.7231  1: 1.4346 7.) SelfConsistentStep 7.) Difference between steps: 0.03497 8.) DeterminSpectralFunctions ; lambda = -147.1232987828365 -1.201830794219717 Found lorentz at 10 -0.0132531 lm= -0.0132531 2.23794e-07 -3.13407 lp= -0.0132531 2.23794e-07 -0.832937 r- 0.000197519 Found lorentz at 11 0.57538 lm= 0.57538 8.20013e-21 -0.820013 lp= 0.57538 8.20013e-21 -0.820013 r- 3.4422e-20 Found lorentz at 12 1.09745 lm= 1.09745 6.46351e-20 -0.100425 lp= 1.09745 6.46351e-20 -0.805664 r- 2.6742e-18 Found lorentz at 13 1.47006 lm= 1.47006 1.60524e-19 -0.0388092 lp= 1.47006 1.60524e-19 -0.789292 r- 6.77925e-18 Found lorentz at 14 1.74034 lm= 1.74034 3.62513e-19 -0.0163369 lp= 1.74034 3.62513e-19 -0.769567 r- 1.5702e-17 Found lorentz at 15 1.95011 lm= 1.95011 6.68621e-14 -8.4427e-08 lp= 1.95011 6.68621e-14 -0.75133 r- 2.96639e-12 Found lorentz at 16 1.97349 lm= 1.97349 1.05482e-06 -5.33126e-15 lp= 1.97349 1.05482e-06 -0.749901 r- 4.68871e-05 Found lorentz at 17 1.79485 lm= 1.79485 4.6166e-19 -0.0141025 lp= 1.79485 4.6166e-19 -0.806881 r- 1.90718e-17 Found lorentz at 18 2.56346 lm= 2.56346 1.34709e-18 -0.00476069 lp= 2.56346 1.34709e-18 -0.800816 r- 5.60714e-17 Found lorentz at 19 2.49731 lm= 2.49731 1.04652e-18 -0.00629281 lp= 2.49731 1.04652e-18 -0.811514 r- 4.29863e-17 Found lorentz at 20 3.2355 lm= 3.23487 0.00714792 -8.91256e-19 lp= 3.23519 0.00719618 -0.802014 r- 0.299667 Found lorentz at 21 2.99416 lm= 2.99416 1.14563e-18 -0.00589765 lp= 2.99416 1.14563e-18 -0.821979 r- 4.6458e-17 Found lorentz at 22 3.14037 lm= 3.14037 1.46038e-18 -0.00454848 lp= 3.14037 1.46038e-18 -0.815016 r- 5.97281e-17 Found lorentz at 23 3.23202 lm= 3.23191 0.00202969 -3.0228e-18 lp= 3.23197 0.00203451 -0.784614 r- 0.0864923 Found lorentz at 24 3.31199 lm= 3.31198 0.000218782 -2.93904e-17 lp= 3.31198 0.000218804 -0.801936 r- 0.0090951 Found lorentz at 26 3.77548 lm= 3.77543 0.00416236 -1.66969e-18 lp= 3.77545 0.00416281 -0.833722 r- 0.16644 Found lorentz at 27 3.75794 lm= 3.75794 0.00122589 -5.23247e-18 lp= 3.75794 0.00122594 -0.800922 r- 0.0510223 Found lorentz at 28 3.84785 lm= 3.84785 0.000549304 -1.14522e-17 lp= 3.84785 0.000549314 -0.793153 r- 0.0230858 Found lorentz at 29 3.77702 lm= 3.77702 0.000311529 -1.94698e-17 lp= 3.77702 0.000311541 -0.778829 r- 0.0133339 Found lorentz at 30 4.03262 lm= 4.03261 0.000897477 -6.60118e-18 lp= 4.03262 0.000897539 -0.76974 r- 0.0058078 Found lorentz at 31 4.14113 lm= 4.14113 0.00194319 -3.27171e-18 lp= 4.14113 0.0019432 -0.797346 r- 0.0121385 Found lorentz at 32 4.17906 lm= 4.17904 0.00482315 -1.33998e-18 lp= 4.17905 0.0048232 -0.803928 r- 0.0298822 Found lorentz at 33 4.17883 lm= 4.1788 0.00393047 -1.5839e-18 lp= 4.17882 0.00393063 -0.789038 r- 0.024812 Found lorentz at 34 4.18889 lm= 4.18888 0.00255581 -2.47058e-18 lp= 4.18888 0.00255584 -0.794635 r- 0.01602 Found lorentz at 35 4.17967 lm= 4.17965 0.00254786 -2.39876e-18 lp= 4.17966 0.00254794 -0.781791 r- 0.0162329 Found lorentz at 36 4.24508 lm= 4.24506 0.00221558 -2.72685e-18 lp= 4.24507 0.00221565 -0.777292 r- 0.0201037 Found lorentz at 37 4.63544 lm= 4.63503 0.00710715 -8.14974e-19 lp= 4.63523 0.00712778 -0.76264 r- 0.0638753 Found lorentz at 38 4.48597 lm= 4.48595 0.00258473 -2.37073e-18 lp= 4.48596 0.00258482 -0.782816 r- 0.0228001 Found lorentz at 39 4.58207 lm= 4.58205 0.00333642 -1.82283e-18 lp= 4.58206 0.00333659 -0.779884 r- 0.029542 Found lorentz at 40 4.71487 lm= 4.71481 0.00467748 -1.23666e-18 lp= 4.71484 0.00467806 -0.760623 r- 0.042 Found lorentz at 41 4.6517 lm= 4.65164 0.00365679 -1.64252e-18 lp= 4.65167 0.00365752 -0.775116 r- 0.0322242 Found lorentz at 42 4.64532 lm= 4.64522 0.00450578 -1.32848e-18 lp= 4.64527 0.00450785 -0.773937 r- 0.0397795 Found lorentz at 43 4.89067 lm= 4.89025 0.0110599 -5.71234e-19 lp= 4.89046 0.011074 -0.795571 r- 0.0940042 Found lorentz at 44 4.84483 lm= 4.84439 0.00984865 -6.1487e-19 lp= 4.84461 0.00986601 -0.77916 r- 0.0855255 Found lorentz at 45 4.8851 lm= 4.88499 0.0056963 -1.06819e-18 lp= 4.88504 0.00569819 -0.780233 r- 0.0493078 Found lorentz at 46 4.90261 lm= 4.90255 0.00438834 -1.33861e-18 lp= 4.90258 0.00438903 -0.766524 r- 0.0386566 Found lorentz at 47 4.82713 lm= 4.82611 0.0135404 -4.36518e-19 lp= 4.82662 0.0136073 -0.771519 r- 0.119234 Found lorentz at 59 2.54247 lm= 2.54314 0.024482 -3.05649e-19 lp= 2.5428 0.024498 -0.865442 r- 0.943742 Found lorentz at 60 4.2097 lm= 4.22926 0.102474 -8.62024e-20 lp= 4.21984 0.105722 -0.961219 r- 0.782839 Found lorentz at 61 4.89819 lm= 4.88157 0.0889577 -8.67581e-20 lp= 4.88959 0.0916583 -0.897623 r- 0.695414 Q = 7.999999999996567 n0=0.002172105071810494 n1=0.0007004518052740919 n2=0.0006594682391078396 n3=0.0001510102535678148 n4=0.0001425389459244166 n5=4.0780640219226e-06 n6=1.007289198975024e-05 n7=4.817339128327806e-05 n8=4.041630183254152e-06 n9=0.0001797544327478798 n10=0.3919619763139616 n11=0.3076944813739796 n12=0.06293529435982413 n13=0.03412902950154229 n14=0.01853272097111643 n15=0.0001523232664255193 n16=0.000162570961302154 n17=0.001794661917143275 n18=0.001818864715217051 n19=0.01037578280793348 n20=1.630568075492462e-05 n21=0.003723983532267476 n22=0.004029308961567019 n23=6.560643912066101e-05 n24=5.592899080999877e-05 n25=5.856472933811471e-05 n26=7.852065593792298e-06 n27=3.271618283446149e-05 n28=1.267870689064808e-05 n29=4.913390838145351e-05 n30=1.792593224627927e-05 n31=1.461258757507781e-05 n32=1.232153263189885e-05 n33=1.732503221106629e-05 n34=8.34643349252044e-06 n35=2.389183571595895e-05 n36=5.579499270560252e-06 n37=8.366041229905743e-06 n38=6.222905756483576e-06 n39=8.006977663210804e-06 n40=6.927759171586451e-06 n41=6.539178627237485e-06 n42=3.934262419951608e-06 n43=5.067031785799361e-06 n44=4.950758138583882e-06 n45=6.02603197442265e-06 n46=5.841567873741742e-06 n47=6.308350420202845e-06 n48=2.276069936508923e-06 n49=4.011875904163584e-06 n50=1.776388525566952e-06 n51=2.043044810095365e-06 n52=1.998951791280028e-06 n53=6.352057419453788e-07 n54=1.33284043712015e-07 n55=1.065530065164253e-06 n56=2.126176799270639e-06 n57=8.271248170523537e-06 n58=5.244176101163558e-05 n59=0.05264083444228527 n60=0.05139231804911672 n61=0.00866647165994314 n62=0.01560397455049027 n63=0.006541070339464669 n64=1.125934550563386e-05 n65=0.0004567436884455031 n66=0.0001747876887870282 n67=3.341186239551397e-05 n68=0.000824232190058115 n69=0.004573731017350176 n70=0.00294033653638214 n71=0.002055845495464107 n72=0.002933365570900738 n73=0.0001862283382615156 n74=0.0012336446650589 n75=3.389356604990922e-05 n76=1.504641183800851e-05 n77=0.0001189289061178274 n78=4.043245559578158e-05 n79=0.001844475805055379 n80=4.077632553450466e-05 n81=0.0002986950201307535 n82=8.862524083746452e-06 n83=5.280544309844564e-05 n84=6.275869876317634e-06 n85=2.976593525218986e-06 n86=0.0004920927345512898 n87=4.353216792031071e-07 n88=7.218216654033699e-05 n89=0.0006624598241094792 n90=1.534238146626423e-05 n91=0.0001486086133342403 n92=0.0001553577085281441 n93=3.197888096457557e-06 n94=2.356103843642428e-06 n95=0.0002755204705978012 n96=0.0008324566790879303 n97=0.0005223710505669609 n98=0.000273521148299835 n99=0.0002623011499361779 n100=0.0001594156679995372 n101=0.0001338409880551234 n102=8.025758782777604e-05 n103=2.786371118103365e-05 n104=0.0002020602772693031 n105=0.0003009000342311749 n106=1.275210885572596e-05 n107=0.0001052286299359422 n108=4.231465255491272e-05 n109=2.817939421854347e-05 n110=1.129157655509483e-05 n111=1.709991304761596e-05 n112=3.420301736308817e-05 n113=3.21311043747894e-06 n114=1.035205672900243e-05 n115=0.0004549463053664692 Q is here equal to 7.999999999996567 8.) nd: 6.1566839642876 Norm of Spectral functions:  0: 0.9998  1: 0.9997  2: 0.9993  3: 0.9992  4: 1.0008  5: 1.0049  6: 1.0059  7: 1.0058  8: 0.9964  9: 1.0001 10: 1.0001 11: 1.0006 12: 0.9997 13: 1.0008 14: 1.0010 15: 1.0012 16: 0.9999 17: 1.0000 18: 0.9989 19: 1.0009 20: 0.9965 21: 1.0000 22: 0.9997 23: 0.9859 24: 0.9612 25: 1.0046 26: 1.0014 27: 1.0125 28: 1.0157 29: 1.0014 30: 0.9815 31: 1.0055 32: 1.0117 33: 1.0200 34: 1.0223 35: 1.0209 36: 0.9932 37: 0.9464 38: 0.9920 39: 1.0051 40: 1.0017 41: 0.9691 42: 0.9457 43: 1.0240 44: 0.9931 45: 1.0145 46: 1.0236 47: 0.9714 48: 0.4804 49: 0.6408 50: 0.6366 51: 0.9603 52: 0.7174 53: 0.5953 54: 0.2893 55: 2.5885 56: 0.8515 57: 0.6936 58: 1.0007 59: 0.9999 60: 0.9629 61: 0.9687 62: 1.0207 63: 1.0645 64: 0.6535 65: 0.9931 66: 0.9876 67: 1.0024 68: 1.0187 69: 1.0054 70: 1.0672 71: 1.0518 72: 1.0005 73: 1.0547 74: 0.9928 75: 1.0240 76: 0.9862 77: 1.0558 78: 0.9853 79: 0.9819 80: 0.9878 81: 0.9922 82: 0.9751 83: 1.0178 84: 0.9767 85: 0.9468 86: 0.9973 87: 1.1918 88: 0.9718 89: 1.0078 90: 1.0334 91: 0.9848 92: 0.9552 93: 0.9878 94: 0.8961 95: 0.9532 96: 0.8793 97: 0.8313 98: 0.8777 99: 0.9535 100: 0.8982 101: 0.9241 102: 0.8687 103: 0.9335 104: 0.9494 105: 1.0914 106: 0.9766 107: 1.0268 108: 1.0315 109: 0.8564 110: 1.1221 111: 1.3748 112: 1.3880 113: 1.2854 114: 0.5977 115: 0.1527  0: 4.6413  1: 1.5154 8.) SelfConsistentStep 8.) Difference between steps: 0.03553 9.) DeterminSpectralFunctions ; lambda = -147.124523702383 -1.203055713766219 Found lorentz at 10 -0.0106841 lm= -0.0106841 3.28825e-07 -2.42512 lp= -0.0106841 3.28825e-07 -0.833229 r- 0.000357669 Found lorentz at 11 0.575463 lm= 0.575463 8.20182e-21 -0.820182 lp= 0.575463 8.20182e-21 -0.820182 r- 2.06645e-20 Found lorentz at 12 1.09707 lm= 1.09707 3.87546e-20 -0.167631 lp= 1.09707 3.87546e-20 -0.806007 r- 1.60274e-18 Found lorentz at 13 1.47076 lm= 1.47076 9.66525e-20 -0.0645778 lp= 1.47076 9.66525e-20 -0.790039 r- 4.07797e-18 Found lorentz at 14 1.74037 lm= 1.74037 2.17821e-19 -0.0272604 lp= 1.74037 2.17821e-19 -0.770578 r- 9.42242e-18 Found lorentz at 15 1.95326 lm= 1.95326 4.12981e-14 -1.37406e-07 lp= 1.95326 4.12981e-14 -0.753301 r- 1.82743e-12 Found lorentz at 16 1.99716 lm= 1.99716 4.08509e-06 -1.37685e-15 lp= 1.99716 4.08509e-06 -0.749969 r- 0.000181567 Found lorentz at 17 1.79598 lm= 1.79598 2.78456e-19 -0.0233965 lp= 1.79598 2.78456e-19 -0.807149 r- 1.14996e-17 Found lorentz at 18 2.56245 lm= 2.56245 8.0655e-19 -0.00795575 lp= 2.56245 8.0655e-19 -0.801044 r- 3.35625e-17 Found lorentz at 19 2.49902 lm= 2.49902 6.30847e-19 -0.0104493 lp= 2.49902 6.30847e-19 -0.811906 r- 2.58998e-17 Found lorentz at 20 3.23312 lm= 3.23267 0.00564533 -1.10797e-18 lp= 3.2329 0.00567633 -0.793981 r- 0.238681 Found lorentz at 21 2.99225 lm= 2.99225 6.85073e-19 -0.00985477 lp= 2.99225 6.85073e-19 -0.821659 r- 2.77923e-17 Found lorentz at 22 3.13826 lm= 3.13826 8.72907e-19 -0.00760466 lp= 3.13826 8.72907e-19 -0.814749 r- 3.57127e-17 Found lorentz at 23 3.23072 lm= 3.23066 0.00132095 -4.56852e-18 lp= 3.23069 0.00132332 -0.777836 r- 0.0567387 Found lorentz at 24 3.3107 lm= 3.3107 0.000125375 -5.10601e-17 lp= 3.3107 0.000125387 -0.800159 r- 0.00522357 Found lorentz at 26 3.77238 lm= 3.77233 0.00394913 -1.74746e-18 lp= 3.77236 0.00394976 -0.830814 r- 0.158477 Found lorentz at 27 3.75544 lm= 3.75543 0.00120446 -5.31219e-18 lp= 3.75544 0.00120449 -0.79991 r- 0.0501932 Found lorentz at 28 3.8449 lm= 3.8449 0.000557715 -1.12732e-17 lp= 3.8449 0.000557725 -0.792929 r- 0.0234459 Found lorentz at 29 3.78051 lm= 3.78051 0.00033396 -1.8213e-17 lp= 3.78051 0.000333975 -0.779923 r- 0.014274 Found lorentz at 30 4.03072 lm= 4.03072 0.000856452 -6.91286e-18 lp= 4.03072 0.000856508 -0.769486 r- 0.00554412 Found lorentz at 31 4.13817 lm= 4.13816 0.00192689 -3.29269e-18 lp= 4.13816 0.00192691 -0.796538 r- 0.0120489 Found lorentz at 32 4.17559 lm= 4.17558 0.00477803 -1.35004e-18 lp= 4.17559 0.00477806 -0.803155 r- 0.0296311 Found lorentz at 33 4.17626 lm= 4.17624 0.00388549 -1.60018e-18 lp= 4.17625 0.00388563 -0.78853 r- 0.0245438 Found lorentz at 34 4.18679 lm= 4.18678 0.00253703 -2.48502e-18 lp= 4.18679 0.00253707 -0.794022 r- 0.0159146 Found lorentz at 35 4.17753 lm= 4.17751 0.0025156 -2.42764e-18 lp= 4.17752 0.00251567 -0.781487 r- 0.0160335 Found lorentz at 36 4.24149 lm= 4.24148 0.00219063 -2.75217e-18 lp= 4.24148 0.00219071 -0.776485 r- 0.0198981 Found lorentz at 37 4.63236 lm= 4.63197 0.00690439 -8.39431e-19 lp= 4.63216 0.00692351 -0.762805 r- 0.0620289 Found lorentz at 38 4.48226 lm= 4.48225 0.00262666 -2.42725e-18 lp= 4.48226 0.00262668 -0.798476 r- 0.0229604 Found lorentz at 39 4.57847 lm= 4.57845 0.00331294 -1.83222e-18 lp= 4.57846 0.0033131 -0.779133 r- 0.0293623 Found lorentz at 40 4.71162 lm= 4.71157 0.0046407 -1.24341e-18 lp= 4.7116 0.00464128 -0.759692 r- 0.0417208 Found lorentz at 41 4.64818 lm= 4.64813 0.00358671 -1.67285e-18 lp= 4.64816 0.00358741 -0.774706 r- 0.0316232 Found lorentz at 42 4.64155 lm= 4.64145 0.00441841 -1.35296e-18 lp= 4.6415 0.00442037 -0.773416 r- 0.0390336 Found lorentz at 43 4.88713 lm= 4.88673 0.0107805 -5.84682e-19 lp= 4.88693 0.0107936 -0.794615 r- 0.0917324 Found lorentz at 44 4.84103 lm= 4.84061 0.00954881 -6.32291e-19 lp= 4.84082 0.00956495 -0.77796 r- 0.0830419 Found lorentz at 45 4.88148 lm= 4.88138 0.00560109 -1.08464e-18 lp= 4.88143 0.00560293 -0.779615 r- 0.0485218 Found lorentz at 46 4.90063 lm= 4.90057 0.00437773 -1.34193e-18 lp= 4.9006 0.00437844 -0.766549 r- 0.0385621 Found lorentz at 47 4.82615 lm= 4.82518 0.0132481 -4.45441e-19 lp= 4.82566 0.0133101 -0.770766 r- 0.116735 Found lorentz at 59 2.57252 lm= 2.5729 0.0241924 -3.17919e-19 lp= 2.57271 0.0241976 -0.877132 r- 0.91963 Found lorentz at 60 4.22341 lm= 4.24032 0.100049 -8.93681e-20 lp= 4.2321 0.102538 -0.962428 r- 0.756809 Found lorentz at 61 4.90908 lm= 4.89037 0.0924238 -8.43501e-20 lp= 4.89934 0.0957152 -0.905494 r- 0.720986 Q = 7.999999999998017 n0=0.002029057449333424 n1=0.0007297289552764941 n2=0.0006292174738502342 n3=0.0001709549075488785 n4=0.0001426561922907683 n5=4.20633065234304e-06 n6=1.273793588116895e-05 n7=4.882568361360059e-05 n8=4.139706986291966e-06 n9=0.0002451290254256016 n10=0.3033382968498248 n11=0.307762131983175 n12=0.1049426768963474 n13=0.05667746697262781 n14=0.03082428872664526 n15=0.0001549981864331517 n16=0.0001649904398449598 n17=0.002955313660954706 n18=0.00301637618328729 n19=0.01712598340182205 n20=1.666150926153466e-05 n21=0.006196633377104327 n22=0.00670239656433982 n23=6.358164295160638e-05 n24=5.42338087294041e-05 n25=5.727594900215308e-05 n26=8.104952749818766e-06 n27=3.137361805779923e-05 n28=1.247764200426233e-05 n29=4.788642666735466e-05 n30=1.787031386186635e-05 n31=1.540162322947723e-05 n32=1.246487831576553e-05 n33=1.727528048251835e-05 n34=9.050262057777308e-06 n35=2.426641522056441e-05 n36=5.781456439007581e-06 n37=8.394236800034723e-06 n38=6.437969835666462e-06 n39=8.863151366835476e-06 n40=7.567382802597034e-06 n41=6.788047484863193e-06 n42=4.036475599259153e-06 n43=5.052100459054775e-06 n44=5.065020686877395e-06 n45=6.177813584720375e-06 n46=6.162502327106355e-06 n47=6.247692961654203e-06 n48=2.422705571683449e-06 n49=4.111920319271608e-06 n50=1.835054511898793e-06 n51=2.122114258172234e-06 n52=2.005903321032598e-06 n53=6.378438524214867e-07 n54=1.375420568572538e-07 n55=1.084466027711922e-06 n56=2.116914833275972e-06 n57=8.450489821363852e-06 n58=5.766862609367152e-05 n59=0.05221101893452769 n60=0.04635837883262552 n61=0.00886384995212211 n62=0.015840540740381 n63=0.007666430617861038 n64=1.678041446246105e-05 n65=0.0007679073016999053 n66=0.0002943514026870811 n67=5.509258302081847e-05 n68=0.001107949664175475 n69=0.004273422280401139 n70=0.002822418050700268 n71=0.002172365931963164 n72=0.003107513482036465 n73=0.0003128443799555914 n74=0.001472395912146012 n75=5.48460928965456e-05 n76=2.443426360498767e-05 n77=0.0001531236022914867 n78=6.735409758626111e-05 n79=0.001768981378315493 n80=6.769261032983101e-05 n81=0.0003241555160407086 n82=1.432849075407486e-05 n83=7.357950705322064e-05 n84=9.792202419114423e-06 n85=4.410471571821123e-06 n86=0.0004767466185335437 n87=6.082476989119106e-07 n88=9.028293753587111e-05 n89=0.0007057918923321348 n90=2.147363418479808e-05 n91=0.0001425383200334367 n92=0.0001739683123147433 n93=5.306776648891393e-06 n94=3.624430953081497e-06 n95=0.0002915952291684673 n96=0.00108035724392832 n97=0.0005177144556859378 n98=0.0002766904976514095 n99=0.0002629644330242634 n100=0.0001632539357614611 n101=0.0001362066384976005 n102=8.166348218778064e-05 n103=2.837420268900152e-05 n104=0.0001921153547202282 n105=0.0002861192647820756 n106=1.304974166155717e-05 n107=9.906216485277522e-05 n108=4.388417322679648e-05 n109=2.713104534409586e-05 n110=1.060608880869385e-05 n111=1.707782454801617e-05 n112=3.273525433636174e-05 n113=3.179114076908148e-06 n114=9.697816705680524e-06 n115=0.0004749234976051016 Q is here equal to 7.999999999998017 9.) nd: 6.154234496668431 Norm of Spectral functions:  0: 0.9998  1: 0.9998  2: 0.9994  3: 0.9993  4: 1.0007  5: 1.0049  6: 1.0059  7: 1.0058  8: 0.9964  9: 1.0002 10: 1.0001 11: 1.0006 12: 0.9996 13: 1.0008 14: 1.0010 15: 1.0016 16: 0.9986 17: 1.0000 18: 0.9989 19: 1.0011 20: 0.9898 21: 0.9999 22: 0.9996 23: 0.9805 24: 0.8942 25: 1.0033 26: 0.9988 27: 1.0076 28: 1.0071 29: 1.0041 30: 0.9808 31: 1.0050 32: 1.0099 33: 1.0181 34: 1.0200 35: 1.0193 36: 0.9921 37: 0.9860 38: 1.0199 39: 1.0041 40: 1.0006 41: 0.9646 42: 0.9368 43: 1.0209 44: 0.9904 45: 1.0123 46: 1.0220 47: 0.9704 48: 0.4422 49: 0.6318 50: 0.5454 51: 1.3940 52: 0.9579 53: 0.5432 54: 0.2932 55: 2.3918 56: 0.7223 57: 0.6850 58: 1.0007 59: 1.0001 60: 0.9700 61: 0.9650 62: 1.0233 63: 1.0604 64: 1.2497 65: 0.9928 66: 0.9950 67: 0.9954 68: 1.0152 69: 1.0010 70: 1.0670 71: 1.0438 72: 0.9990 73: 1.0467 74: 0.9940 75: 1.0266 76: 0.9855 77: 1.0587 78: 0.9851 79: 0.9827 80: 0.9922 81: 0.9924 82: 0.9762 83: 1.0161 84: 0.9741 85: 0.9438 86: 1.0027 87: 1.1772 88: 0.9635 89: 1.0089 90: 1.0327 91: 0.9854 92: 0.9543 93: 0.9897 94: 0.9111 95: 0.9542 96: 0.8852 97: 0.7972 98: 0.8813 99: 0.9572 100: 0.9046 101: 0.9293 102: 0.8682 103: 0.9316 104: 0.9478 105: 1.0994 106: 0.9812 107: 1.0327 108: 1.0326 109: 0.8521 110: 1.1249 111: 1.3796 112: 1.3912 113: 1.2710 114: 0.5916 115: 0.1502  0: 4.5112  1: 1.6431 9.) SelfConsistentStep 9.) Difference between steps: 0.03785 10.) DeterminSpectralFunctions ; lambda = -147.1326569772657 -1.211188988648928 Found lorentz at 10 -0.00440242 lm= -0.00440242 5.59145e-07 -1.29401 lp= -0.00440242 5.59145e-07 -0.83318 r- 0.00140509 Found lorentz at 11 0.581782 lm= 0.581782 8.20526e-21 -0.820526 lp= 0.581782 8.20526e-21 -0.820526 r- 1.29136e-20 Found lorentz at 12 1.1033 lm= 1.1033 2.36946e-20 -0.274621 lp= 1.1033 2.36946e-20 -0.806661 r- 9.7912e-19 Found lorentz at 13 1.47746 lm= 1.47746 5.95077e-20 -0.105179 lp= 1.47746 5.95077e-20 -0.791135 r- 2.50727e-18 Found lorentz at 14 1.74695 lm= 1.74695 1.34586e-19 -0.0443006 lp= 1.74695 1.34586e-19 -0.772155 r- 5.80997e-18 Found lorentz at 15 1.95604 lm= 1.95604 2.54071e-14 -2.24378e-07 lp= 1.95604 2.54071e-14 -0.755036 r- 1.12167e-12 Found lorentz at 16 1.96488 lm= 1.96488 1.37553e-07 -4.10678e-14 lp= 1.96488 1.37553e-07 -0.751598 r- 6.10047e-06 Found lorentz at 17 1.80244 lm= 1.80244 1.71834e-19 -0.0379433 lp= 1.80244 1.71834e-19 -0.807461 r- 7.09358e-18 Found lorentz at 18 2.56785 lm= 2.56785 4.90484e-19 -0.0131 lp= 2.56785 4.90484e-19 -0.801583 r- 2.03965e-17 Found lorentz at 19 2.49441 lm= 2.49441 3.73572e-19 -0.0175804 lp= 2.49441 3.73572e-19 -0.810403 r- 1.53657e-17 Found lorentz at 20 3.23807 lm= 3.23778 0.00441525 -1.39618e-18 lp= 3.23792 0.0044319 -0.787257 r- 0.187854 Found lorentz at 21 2.99693 lm= 2.99693 4.13983e-19 -0.0163041 lp= 2.99693 4.13983e-19 -0.82156 r- 1.67966e-17 Found lorentz at 22 3.14264 lm= 3.14264 5.27498e-19 -0.012583 lp= 3.14264 5.27498e-19 -0.814709 r- 2.15823e-17 Found lorentz at 23 3.23539 lm= 3.23536 0.000918594 -6.55247e-18 lp= 3.23538 0.000919185 -0.776183 r- 0.0394819 Found lorentz at 24 3.3154 lm= 3.3154 0.000104355 -6.11447e-17 lp= 3.3154 0.000104359 -0.798817 r- 0.00435476 Found lorentz at 26 3.77624 lm= 3.77619 0.00372786 -1.82723e-18 lp= 3.77621 0.00372828 -0.825395 r- 0.15057 Found lorentz at 27 3.75954 lm= 3.75954 0.00121988 -5.2405e-18 lp= 3.75954 0.0012199 -0.799556 r- 0.0508574 Found lorentz at 28 3.84885 lm= 3.84885 0.000584291 -1.07679e-17 lp= 3.84885 0.000584301 -0.793204 r- 0.0245546 Found lorentz at 29 3.77354 lm= 3.77354 0.00024831 -2.43138e-17 lp= 3.77354 0.00024832 -0.777026 r- 0.0106527 Found lorentz at 30 4.03492 lm= 4.03491 0.000843391 -7.02244e-18 lp= 4.03491 0.000843443 -0.769622 r- 0.00545858 Found lorentz at 31 4.14132 lm= 4.14131 0.00191939 -3.30156e-18 lp= 4.14132 0.0019194 -0.796055 r- 0.0120093 Found lorentz at 32 4.17855 lm= 4.17854 0.00474966 -1.35667e-18 lp= 4.17855 0.00474968 -0.802729 r- 0.0294706 Found lorentz at 33 4.17928 lm= 4.17926 0.00385437 -1.61145e-18 lp= 4.17927 0.00385449 -0.788124 r- 0.0243596 Found lorentz at 34 4.19092 lm= 4.19091 0.0025309 -2.48928e-18 lp= 4.19092 0.00253093 -0.793739 r- 0.0158817 Found lorentz at 35 4.17652 lm= 4.1765 0.00246471 -2.46982e-18 lp= 4.17651 0.00246477 -0.78023 r- 0.0157344 Found lorentz at 36 4.24478 lm= 4.24476 0.00220035 -2.73762e-18 lp= 4.24477 0.00220043 -0.776146 r- 0.0199951 Found lorentz at 37 4.63558 lm= 4.63521 0.00691783 -8.38725e-19 lp= 4.6354 0.00693533 -0.763096 r- 0.0621069 Found lorentz at 38 4.48554 lm= 4.48553 0.00262543 -2.42851e-18 lp= 4.48554 0.00262545 -0.798494 r- 0.0229491 Found lorentz at 39 4.57995 lm= 4.57993 0.00330405 -1.83383e-18 lp= 4.57994 0.00330421 -0.778426 r- 0.02931 Found lorentz at 40 4.71459 lm= 4.71453 0.00464366 -1.24121e-18 lp= 4.71456 0.00464421 -0.759259 r- 0.0417709 Found lorentz at 41 4.65122 lm= 4.65117 0.00357492 -1.67869e-18 lp= 4.65119 0.00357557 -0.774774 r- 0.031516 Found lorentz at 42 4.64459 lm= 4.6445 0.00443356 -1.3481e-18 lp= 4.64454 0.00443539 -0.773331 r- 0.0391702 Found lorentz at 43 4.88743 lm= 4.88706 0.0104778 -5.98215e-19 lp= 4.88724 0.0104895 -0.792339 r- 0.0894018 Found lorentz at 44 4.84383 lm= 4.84343 0.00938543 -6.41177e-19 lp= 4.84363 0.00940012 -0.776607 r- 0.0817501 Found lorentz at 45 4.8842 lm= 4.88409 0.00553818 -1.09585e-18 lp= 4.88415 0.0055399 -0.779213 r- 0.0480006 Found lorentz at 46 4.90026 lm= 4.9002 0.0043011 -1.36139e-18 lp= 4.90023 0.00430177 -0.765297 r- 0.0379488 Found lorentz at 47 4.82453 lm= 4.82364 0.0126274 -4.62781e-19 lp= 4.82408 0.0126812 -0.766769 r- 0.111786 Found lorentz at 59 2.59855 lm= 2.59892 0.0240658 -3.23863e-19 lp= 2.59874 0.0240708 -0.882969 r- 0.908761 Found lorentz at 60 4.23984 lm= 4.25538 0.0968361 -9.2127e-20 lp= 4.24781 0.0990099 -0.959704 r- 0.732324 Found lorentz at 61 4.92352 lm= 4.90296 0.0963761 -8.14162e-20 lp= 4.91277 0.100188 -0.910943 r- 0.751029 Q = 7.999999999999484 n0=0.001854317246110368 n1=0.0007456853557903449 n2=0.0005879251615213505 n3=0.0001941644598225672 n4=0.0001415612102694431 n5=4.406074625745789e-06 n6=1.67444830178789e-05 n7=4.91754169658147e-05 n8=4.265525119104941e-06 n9=0.0003407695756689384 n10=0.1619288095334301 n11=0.3078933577932504 n12=0.1718136661224388 n13=0.09220304109966213 n14=0.04999586210239569 n15=0.0001566314447310462 n16=0.0001676318372054416 n17=0.0047723383662987 n18=0.004944585228460541 n19=0.0287090439513104 n20=1.686129109444994e-05 n21=0.01022658302635619 n22=0.01105703977741218 n23=6.111657116344839e-05 n24=5.21888927260534e-05 n25=5.566170216814917e-05 n26=8.315905841957051e-06 n27=2.986641649120621e-05 n28=1.220522707921379e-05 n29=4.635290713828063e-05 n30=1.7651998420199e-05 n31=1.600053359708815e-05 n32=1.255287832696917e-05 n33=1.714410238747344e-05 n34=9.680279417368651e-06 n35=2.44202534314424e-05 n36=5.919424858686118e-06 n37=8.354084212422741e-06 n38=6.599353659618693e-06 n39=9.642706851733467e-06 n40=8.138518658795719e-06 n41=6.982399608630377e-06 n42=4.118316064955545e-06 n43=5.032406868858982e-06 n44=5.150789866031941e-06 n45=6.297009341656317e-06 n46=6.434273260448904e-06 n47=6.185175935238726e-06 n48=2.56627153046853e-06 n49=4.178955159952369e-06 n50=1.885235399765138e-06 n51=2.1858528012979e-06 n52=2.011629348982486e-06 n53=6.40191851510662e-07 n54=1.428592404782581e-07 n55=1.098737541200851e-06 n56=2.103559829928158e-06 n57=8.60531699577842e-06 n58=6.346848532744305e-05 n59=0.05151286900835216 n60=0.04047471969507674 n61=0.008810343005758798 n62=0.01563231628345034 n63=0.008664106082338243 n64=2.591076240877778e-05 n65=0.001279863825954975 n66=0.0004903768476330494 n67=9.063063025316801e-05 n68=0.001504388249309205 n69=0.003916160469365938 n70=0.002723767329843611 n71=0.00222585991196903 n72=0.003224973827550149 n73=0.0005209453179573282 n74=0.001710342694238097 n75=8.954682852842695e-05 n76=3.987241459396705e-05 n77=0.0001972546781696669 n78=0.0001117076601001064 n79=0.001677884529455065 n80=0.0001119255222739005 n81=0.0003612763656237026 n82=2.33586394837068e-05 n83=0.0001049508464054834 n84=1.561331325040932e-05 n85=6.76305046494146e-06 n86=0.0004562810155333698 n87=8.946955747415577e-07 n88=0.0001120800327153373 n89=0.0007407407646072208 n90=3.051613184824544e-05 n91=0.0001367429892007957 n92=0.0001990548996634899 n93=8.781340217371163e-06 n94=5.718647178585271e-06 n95=0.0003148860711488467 n96=0.001437010275091883 n97=0.0005098755233619578 n98=0.0002778877757769344 n99=0.0002618282498888363 n100=0.0001658365629435943 n101=0.0001374403733129008 n102=8.236001365292359e-05 n103=2.8629868237263e-05 n104=0.0001810931262088347 n105=0.0002697032145477504 n106=1.321537273681556e-05 n107=9.240486027935805e-05 n108=4.493200170346745e-05 n109=2.59525009741667e-05 n110=9.874239611178161e-06 n111=1.690171963617746e-05 n112=3.108657379461858e-05 n113=3.122651797443928e-06 n114=8.998497081867981e-06 n115=0.000493056916504696 Q is here equal to 7.999999999999484 10.) nd: 6.150359820227783 Norm of Spectral functions:  0: 0.9998  1: 0.9999  2: 0.9995  3: 0.9993  4: 1.0007  5: 1.0050  6: 1.0059  7: 1.0058  8: 0.9963  9: 1.0003 10: 1.0001 11: 1.0010 12: 1.0001 13: 1.0014 14: 1.0016 15: 1.0019 16: 0.9985 17: 1.0005 18: 0.9994 19: 1.0007 20: 1.0066 21: 1.0002 22: 0.9999 23: 0.9964 24: 0.9913 25: 0.9968 26: 1.0004 27: 1.0018 28: 1.0197 29: 0.9991 30: 0.9827 31: 1.0054 32: 1.0096 33: 1.0191 34: 1.0236 35: 1.0184 36: 0.9930 37: 0.9436 38: 1.0079 39: 1.0045 40: 1.0016 41: 0.9695 42: 0.9463 43: 1.0205 44: 0.9922 45: 1.0135 46: 1.0214 47: 0.9687 48: 0.4657 49: 0.6371 50: 0.5817 51: 1.1784 52: 0.9615 53: 0.5506 54: 0.2932 55: 2.4281 56: 0.7592 57: 0.6981 58: 1.0006 59: 1.0000 60: 0.9759 61: 0.9640 62: 1.0257 63: 1.0451 64: 2.8493 65: 0.9939 66: 1.0025 67: 0.9867 68: 1.0049 69: 0.9982 70: 1.0582 71: 1.0350 72: 0.9961 73: 1.0290 74: 0.9943 75: 1.0317 76: 0.9845 77: 1.0468 78: 0.9769 79: 0.9841 80: 1.0003 81: 0.9913 82: 0.9791 83: 1.0100 84: 0.9730 85: 0.9566 86: 1.0146 87: 1.1634 88: 0.9592 89: 1.0036 90: 1.0208 91: 0.9877 92: 0.9570 93: 0.9933 94: 0.9505 95: 0.9571 96: 0.8751 97: 1.0345 98: 0.8403 99: 1.0162 100: 0.9156 101: 0.9392 102: 0.8726 103: 0.9574 104: 0.9481 105: 1.0744 106: 0.9913 107: 1.0390 108: 1.0291 109: 0.8492 110: 1.1228 111: 1.3719 112: 1.3777 113: 1.2112 114: 0.5788 115: 0.1419  0: 4.3060  1: 1.8444 10.) SelfConsistentStep 10.) Difference between steps: 0.04355 11.) DeterminSpectralFunctions ; lambda = -147.2793963129693 -1.357928324352542 Found lorentz at 10 0.116975 lm= 0.116975 8.27216e-21 -0.827216 lp= 0.116975 8.27216e-21 -0.827216 r- 2.00644e-20 Found lorentz at 11 0.703507 lm= 0.703507 8.14388e-21 -0.814388 lp= 0.703507 8.14388e-21 -0.814388 r- 2.22983e-20 Found lorentz at 12 1.22401 lm= 1.22401 1.83487e-20 -0.347461 lp= 1.22401 1.83487e-20 -0.798464 r- 7.65998e-19 Found lorentz at 13 1.59548 lm= 1.59548 5.30415e-20 -0.11496 lp= 1.59548 5.30415e-20 -0.780875 r- 2.26419e-18 Found lorentz at 14 1.86244 lm= 1.86244 1.33917e-19 -0.0430541 lp= 1.86244 1.33917e-19 -0.759321 r- 5.87881e-18 Found lorentz at 15 2.04987 lm= 2.04987 1.16251e-05 -4.72649e-16 lp= 2.04987 1.16251e-05 -0.741255 r- 0.000522767 Found lorentz at 16 1.91216 lm= 1.91216 1.03257e-14 -5.30355e-07 lp= 1.91216 1.03257e-14 -0.74002 r- 4.65109e-13 Found lorentz at 17 1.92101 lm= 1.92101 1.52136e-19 -0.0419987 lp= 1.92101 1.52136e-19 -0.799346 r- 6.34421e-18 Found lorentz at 18 2.6863 lm= 2.6863 3.88155e-19 -0.0161236 lp= 2.6863 3.88155e-19 -0.791103 r- 1.6355e-17 Found lorentz at 19 2.57654 lm= 2.57654 2.58345e-19 -0.0246397 lp= 2.57654 2.58345e-19 -0.797844 r- 1.07935e-17 Found lorentz at 20 3.35979 lm= 3.35843 0.0140362 -5.15766e-19 lp= 3.3591 0.0141514 -0.855839 r- 0.552468 Found lorentz at 21 3.11795 lm= 3.11795 2.75366e-19 -0.0240184 lp= 3.11795 2.75366e-19 -0.813256 r- 1.12866e-17 Found lorentz at 22 3.26276 lm= 3.26276 4.11476e-19 -0.0157773 lp= 3.26276 4.11476e-19 -0.805729 r- 1.70229e-17 Found lorentz at 23 3.35062 lm= 3.35031 0.00575858 -1.14743e-18 lp= 3.35047 0.00577356 -0.814381 r- 0.236493 Found lorentz at 24 3.43347 lm= 3.43347 0.00069212 -9.13446e-18 lp= 3.43347 0.000692121 -0.795119 r- 0.0290154 Found lorentz at 26 3.89918 lm= 3.89914 0.00472712 -1.44744e-18 lp= 3.89916 0.00472736 -0.827208 r- 0.190498 Found lorentz at 27 3.87759 lm= 3.87758 0.0018165 -3.44172e-18 lp= 3.87759 0.00181654 -0.790702 r- 0.0765799 Found lorentz at 28 3.9661 lm= 3.9661 0.00115713 -5.27246e-18 lp= 3.9661 0.00115717 -0.781103 r- 0.0493823 Found lorentz at 29 3.84227 lm= 3.84226 0.000620504 -9.35579e-18 lp= 3.84226 0.000620525 -0.761944 r- 0.0271468 Found lorentz at 30 4.14954 lm= 4.14953 0.00169034 -3.51193e-18 lp= 4.14954 0.00169043 -0.770508 r- 0.0109275 Found lorentz at 31 4.25686 lm= 4.25684 0.00241945 -2.49782e-18 lp= 4.25685 0.00241958 -0.777419 r- 0.0219506 Found lorentz at 32 4.29377 lm= 4.29372 0.00545771 -1.13935e-18 lp= 4.29374 0.0054581 -0.788599 r- 0.0488146 Found lorentz at 33 4.29161 lm= 4.29155 0.00491918 -1.20261e-18 lp= 4.29158 0.00491984 -0.769219 r- 0.0451102 Found lorentz at 34 4.30621 lm= 4.30618 0.00334421 -1.80699e-18 lp= 4.30619 0.00334441 -0.777397 r- 0.0303417 Found lorentz at 35 4.27357 lm= 4.27353 0.00334862 -1.69915e-18 lp= 4.27355 0.00334907 -0.754381 r- 0.0313117 Found lorentz at 36 4.35921 lm= 4.3592 0.0028334 -2.03367e-18 lp= 4.3592 0.00283348 -0.759107 r- 0.0260527 Found lorentz at 37 4.7489 lm= 4.74827 0.0123723 -4.7051e-19 lp= 4.74858 0.0124 -0.764195 r- 0.110875 Found lorentz at 38 4.60187 lm= 4.60185 0.00324768 -1.88666e-18 lp= 4.60186 0.00324779 -0.782787 r- 0.0286489 Found lorentz at 39 4.68933 lm= 4.68927 0.00427365 -1.34358e-18 lp= 4.6893 0.00427425 -0.757837 r- 0.0385159 Found lorentz at 40 4.82556 lm= 4.82542 0.00624003 -8.7558e-19 lp= 4.82549 0.00624285 -0.739403 r- 0.0570058 Found lorentz at 41 4.76654 lm= 4.76647 0.00507982 -1.18455e-18 lp= 4.7665 0.00508066 -0.775804 r- 0.0447226 Found lorentz at 42 4.75992 lm= 4.75978 0.00671893 -8.91715e-19 lp= 4.75985 0.00672143 -0.774245 r- 0.059288 Found lorentz at 47 4.91785 lm= 4.91669 0.0179119 -3.18991e-19 lp= 4.91726 0.017978 -0.757885 r- 0.160309 Found lorentz at 59 2.72588 lm= 2.72587 0.0219602 -3.35501e-19 lp= 2.72587 0.0219602 -0.858352 r- 0.852806 Found lorentz at 60 4.37517 lm= 4.38134 0.0703719 -9.85269e-20 lp= 4.37828 0.0708455 -0.836684 r- 0.592135 Q = 8.000000000000071 n0=0.00157294471249989 n1=0.0007364025986641175 n2=0.0005153470827673152 n3=0.0002214651097056577 n4=0.0001366059756209417 n5=4.63848114060289e-06 n6=2.254118434369656e-05 n7=4.849910105969272e-05 n8=4.380237021453153e-06 n9=0.0004809688981105549 n10=0.1035624682538681 n11=0.3055807762447488 n12=0.2173317637716066 n13=0.1007539422970983 n14=0.04858827645866745 n15=0.0001517399229042647 n16=0.0001675382804212505 n17=0.00527666040291209 n18=0.006076207538930268 n19=0.04017031626401129 n20=1.638057874272078e-05 n21=0.01504571327214681 n22=0.01384888989514577 n23=5.638947195194098e-05 n24=4.82514285268895e-05 n25=5.219108129701068e-05 n26=8.253462470592633e-06 n27=2.736869020471366e-05 n28=1.152633318449961e-05 n29=4.325864997762017e-05 n30=1.676584666097981e-05 n31=1.59295265248963e-05 n32=1.226008420909013e-05 n33=1.648502797513485e-05 n34=9.971830234498971e-06 n35=2.366777917080157e-05 n36=5.821145231726036e-06 n37=8.021907634295546e-06 n38=6.526540654129574e-06 n39=1.008803919088173e-05 n40=8.425272719849235e-06 n41=6.935450302050444e-06 n42=4.075671373999133e-06 n43=4.894956245538462e-06 n44=5.078947427667557e-06 n45=6.226532527168093e-06 n46=6.491617995664387e-06 n47=5.984089032557536e-06 n48=2.650358766195086e-06 n49=4.107743047599292e-06 n50=1.882434364322295e-06 n51=2.180535018184587e-06 n52=1.973397085225572e-06 n53=6.289106434802918e-07 n54=1.468142429982182e-07 n55=1.083452291804581e-06 n56=2.040231941728001e-06 n57=8.558875387318538e-06 n58=6.911467277417456e-05 n59=0.04753824014144649 n60=0.03114653939599906 n61=0.008192687169983864 n62=0.01438797504850473 n63=0.009404326227411559 n64=3.985227227350398e-05 n65=0.00202032685910258 n66=0.0007696238075668654 n67=0.0001413088451684885 n68=0.002023461383673016 n69=0.003311098528375792 n70=0.002535802465916755 n71=0.002160636155727104 n72=0.003209275708414305 n73=0.0008240387478066979 n74=0.001936885157886775 n75=0.0001433715369049374 n76=6.250955391692809e-05 n77=0.0002520884118649969 n78=0.0001770824079904451 n79=0.001505389145686045 n80=0.0001767217530890651 n81=0.0004045541169690535 n82=3.698125134470199e-05 n83=0.0001487706627653346 n84=2.466291190928873e-05 n85=1.017968697726945e-05 n86=0.0004142215256626395 n87=1.342021029572202e-06 n88=0.0001381868390506921 n89=0.0007548112908109957 n90=4.316539924167369e-05 n91=0.0001261772909360314 n92=0.0002290117317989797 n93=1.394678638670221e-05 n94=8.928548478965794e-06 n95=0.0003414785451884767 n96=0.001937772911799143 n97=0.0004912931575867292 n98=0.0002732017510239898 n99=0.000255024682934753 n100=0.0001648475346482482 n101=0.000135510439044902 n102=8.111797124856888e-05 n103=2.81969983615168e-05 n104=0.0001660398508916265 n105=0.0002471022080620782 n106=1.301993621252053e-05 n107=8.376746609316856e-05 n108=4.465373310059526e-05 n109=2.425371030931747e-05 n110=8.941868244457883e-06 n111=1.629209492619379e-05 n112=2.877418294807356e-05 n113=2.995261986909894e-06 n114=8.118418603874165e-06 n115=0.0005036931182882825 Q is here equal to 8.000000000000071 11.) nd: 6.138003327633157 Norm of Spectral functions:  0: 0.9997  1: 0.9997  2: 0.9994  3: 0.9992  4: 1.0013  5: 1.0055  6: 1.0062  7: 1.0061  8: 0.9968  9: 1.0003 10: 1.0001 11: 1.0015 12: 1.0000 13: 1.0012 14: 1.0010 15: 1.0160 16: 0.9995 17: 1.0004 18: 0.9991 19: 1.0001 20: 0.9967 21: 1.0003 22: 0.9999 23: 0.9937 24: 0.9975 25: 0.9973 26: 1.0026 27: 1.0079 28: 1.0121 29: 1.0056 30: 1.0111 31: 0.9954 32: 1.0045 33: 1.0055 34: 1.0090 35: 0.9990 36: 0.9816 37: 1.0347 38: 1.0104 39: 0.9930 40: 0.9852 41: 1.0362 42: 1.0339 43: 0.4420 44: 0.6681 45: 0.3579 46: 0.3465 47: 1.0030 48: 0.3548 49: 0.7945 50: 0.3885 51: 1.0366 52: 0.9772 53: 0.5515 54: 0.8841 55: 0.7258 56: 0.4120 57: 1.1518 58: 1.0012 59: 1.0002 60: 0.9853 61: 1.0281 62: 0.9906 63: 0.9832 64: 0.7442 65: 1.0131 66: 1.0092 67: 0.9891 68: 0.9914 69: 0.9925 70: 0.9921 71: 0.9834 72: 1.0197 73: 0.9838 74: 1.0096 75: 0.9102 76: 0.9980 77: 0.9944 78: 1.0104 79: 0.9894 80: 0.9897 81: 0.9869 82: 0.9745 83: 1.0241 84: 1.0285 85: 1.0885 86: 0.9905 87: 0.9159 88: 0.9894 89: 0.9941 90: 0.9982 91: 0.9927 92: 0.9952 93: 1.0000 94: 0.9674 95: 1.0011 96: 0.9635 97: 0.5174 98: 0.7642 99: 1.1903 100: 1.0192 101: 1.0007 102: 1.1773 103: 1.3451 104: 0.9858 105: 0.8540 106: 1.1427 107: 1.0233 108: 0.9337 109: 1.0478 110: 0.8990 111: 0.8464 112: 0.8213 113: 0.6227 114: 0.7163 115: 0.0943  0: 4.2218  1: 1.9162 11.) SelfConsistentStep 11.) Difference between steps: 0.1575 12.) DeterminSpectralFunctions ; lambda = -147.3995917137157 -1.478123725098925 Found lorentz at 10 0.223929 lm= 0.223929 8.24125e-21 -0.824125 lp= 0.223929 8.24125e-21 -0.824125 r- 1.25577e-20 Found lorentz at 11 0.815459 lm= 0.815459 8.10968e-21 -0.810968 lp= 0.815459 8.10968e-21 -0.810968 r- 3.60415e-20 Found lorentz at 12 1.33433 lm= 1.33433 1.51111e-20 -0.41731 lp= 1.33433 1.51111e-20 -0.794104 r- 6.34304e-19 Found lorentz at 13 1.70084 lm= 1.70084 4.81639e-20 -0.124606 lp= 1.70084 4.81639e-20 -0.774694 r- 2.07238e-18 Found lorentz at 14 1.96745 lm= 1.96745 1.0386e-07 -5.43457e-14 lp= 1.96745 1.0386e-07 -0.751291 r- 4.60809e-06 Found lorentz at 15 2.15978 lm= 2.15978 2.88536e-05 -1.85657e-16 lp= 2.15978 2.88536e-05 -0.731907 r- 0.00131408 Found lorentz at 16 2.09475 lm= 2.09475 1.43161e-05 -3.7573e-16 lp= 2.09475 1.43161e-05 -0.733415 r- 0.000650659 Found lorentz at 17 2.02466 lm= 2.02466 1.03915e-19 -0.0606194 lp= 2.02466 1.03915e-19 -0.79368 r- 4.36428e-18 Found lorentz at 18 2.78815 lm= 2.78815 2.89229e-19 -0.0213461 lp= 2.78815 2.89229e-19 -0.785742 r- 1.22699e-17 Found lorentz at 19 2.70788 lm= 2.70788 2.02064e-19 -0.0313891 lp= 2.70788 2.02064e-19 -0.796404 r- 8.45733e-18 Found lorentz at 20 3.46339 lm= 3.46266 0.0146656 -4.66961e-19 lp= 3.46303 0.0146976 -0.828833 r- 0.591466 Found lorentz at 21 3.21856 lm= 3.21856 1.90308e-19 -0.034463 lp= 3.21856 1.90308e-19 -0.809852 r- 7.83305e-18 Found lorentz at 22 3.36089 lm= 3.36088 9.3814e-05 -6.83264e-17 lp= 3.36088 9.38143e-05 -0.800625 r- 0.00390588 Found lorentz at 23 3.44906 lm= 3.44889 0.00702236 -9.08301e-19 lp= 3.44898 0.00702597 -0.798943 r- 0.293179 Found lorentz at 24 3.52725 lm= 3.52724 0.00167511 -3.73832e-18 lp= 3.52725 0.00167515 -0.791346 r- 0.0705614 Found lorentz at 26 3.99426 lm= 3.99425 0.00525 -1.2923e-18 lp= 3.99426 0.00525002 -0.823686 r- 0.212461 Found lorentz at 27 3.97054 lm= 3.97053 0.00240637 -2.53306e-18 lp= 3.97053 0.00240643 -0.780749 r- 0.102741 Found lorentz at 28 4.06181 lm= 4.0618 0.00184479 -3.20132e-18 lp= 4.0618 0.00184488 -0.768515 r- 0.0119568 Found lorentz at 29 3.95789 lm= 3.95788 0.00184867 -3.10974e-18 lp= 3.95788 0.00184875 -0.758238 r- 0.0812752 Found lorentz at 30 4.24142 lm= 4.24138 0.0027485 -2.06294e-18 lp= 4.2414 0.00274906 -0.753103 r- 0.025746 Found lorentz at 31 4.35053 lm= 4.35051 0.00295962 -1.97965e-18 lp= 4.35052 0.00295972 -0.765461 r- 0.0269877 Found lorentz at 32 4.3891 lm= 4.38906 0.00575063 -1.05619e-18 lp= 4.38908 0.00575083 -0.779363 r- 0.0515025 Found lorentz at 33 4.38454 lm= 4.38448 0.00548701 -1.03637e-18 lp= 4.38451 0.00548768 -0.754157 r- 0.0507896 Found lorentz at 34 4.40047 lm= 4.40045 0.00374305 -1.5677e-18 lp= 4.40046 0.0037432 -0.766049 r- 0.0341054 Found lorentz at 35 4.37747 lm= 4.37742 0.00426099 -1.28694e-18 lp= 4.37744 0.00426161 -0.740593 r- 0.0401648 Found lorentz at 36 4.45529 lm= 4.45527 0.00326192 -1.79909e-18 lp= 4.45528 0.00326199 -0.766072 r- 0.02972 Found lorentz at 37 4.83814 lm= 4.83676 0.0163838 -3.53121e-19 lp= 4.83744 0.0164854 -0.763994 r- 0.145929 Found lorentz at 38 4.69478 lm= 4.69474 0.00398278 -1.4931e-18 lp= 4.69476 0.00398307 -0.771187 r- 0.03527 Found lorentz at 39 4.78354 lm= 4.78344 0.00485147 -1.14809e-18 lp= 4.78349 0.0048533 -0.746521 r- 0.0438939 Found lorentz at 40 4.91636 lm= 4.91623 0.00730895 -7.63454e-19 lp= 4.91629 0.00731119 -0.747161 r- 0.0660654 Found lorentz at 41 4.85478 lm= 4.85463 0.00661576 -8.82532e-19 lp= 4.85471 0.00661887 -0.764365 r- 0.058466 Found lorentz at 42 4.85101 lm= 4.85073 0.00849626 -6.90651e-19 lp= 4.85087 0.00850426 -0.766541 r- 0.0749169 Found lorentz at 59 2.84695 lm= 2.84547 0.0225303 -2.87125e-19 lp= 2.84621 0.0226154 -0.806474 r- 0.935758 Found lorentz at 60 4.50482 lm= 4.50443 0.0590169 -1.0516e-19 lp= 4.50462 0.0590191 -0.787817 r- 0.517288 Q = 7.999999999999972 n0=0.001358235410075233 n1=0.0007269417571121641 n2=0.0004578899737541586 n3=0.000246796842548256 n4=0.0001334854998852994 n5=5.033364625889224e-06 n6=2.692590442771852e-05 n7=4.840581887393554e-05 n8=4.537748405229635e-06 n9=0.0006054460539267106 n10=0.1031526033986571 n11=0.3042851457720994 n12=0.2609775310887023 n13=0.1091839861685781 n14=0.0001445997271456358 n15=0.0001438163025751953 n16=0.000156081375795625 n17=0.007601149956911159 n18=0.008031883974658611 n19=0.05112457880382475 n20=1.558622650443009e-05 n21=0.02157056722242574 n22=3.979140232928571e-05 n23=5.060494162826475e-05 n24=4.348636417175781e-05 n25=4.721540944253376e-05 n26=8.11002726099342e-06 n27=2.443232337330019e-05 n28=1.066445619649247e-05 n29=3.912651142291008e-05 n30=1.551418798965401e-05 n31=1.547734058921531e-05 n32=1.183895711628951e-05 n33=1.562095632073058e-05 n34=1.012727801936953e-05 n35=2.238263201680555e-05 n36=5.592281794818172e-06 n37=7.53302482150248e-06 n38=6.352612293392091e-06 n39=1.040035261614775e-05 n40=8.58424375217918e-06 n41=6.786697100374277e-06 n42=3.988325544983935e-06 n43=4.730430936070765e-06 n44=4.946205759494021e-06 n45=6.091586913766431e-06 n46=6.449674464279083e-06 n47=5.744233217526517e-06 n48=2.732179780092078e-06 n49=3.964541515232246e-06 n50=1.86273148988258e-06 n51=2.147257260648231e-06 n52=1.927042740612314e-06 n53=6.150118814720512e-07 n54=1.527739611965844e-07 n55=1.058492356810269e-06 n56=1.963421906452107e-06 n57=8.461175210194561e-06 n58=7.611069485663839e-05 n59=0.04452027110262425 n60=0.02393937544493359 n61=0.007725816240997652 n62=0.01346927969700555 n63=0.01004050806369524 n64=5.492735494583101e-05 n65=0.002595569964889519 n66=0.0008997580782731894 n67=0.0001625597370019509 n68=0.002421671946879304 n69=0.002848771105335455 n70=0.002408042606300533 n71=0.00210031185400287 n72=0.003215957405348024 n73=0.001021640818237668 n74=0.002097677429390623 n75=0.0002019165576479144 n76=7.582687265902188e-05 n77=0.0002816182209905667 n78=0.0002297967028385891 n79=0.001369531606248442 n80=0.000214350124945458 n81=0.0004264665427349948 n82=4.816981883167395e-05 n83=0.000180083002340765 n84=3.414655237906592e-05 n85=1.176445706827225e-05 n86=0.0003771346072316124 n87=1.835176387213324e-06 n88=0.0001555054955621162 n89=0.000768715408338106 n90=5.336767786604351e-05 n91=0.0001138813179185126 n92=0.000246659470341078 n93=1.784119142138175e-05 n94=1.175283600501532e-05 n95=0.0003606557174889416 n96=0.002324740330335299 n97=0.0004598063600209069 n98=0.0002618688422152498 n99=0.0002420378082851194 n100=0.0001598750474926921 n101=0.0001300611084753534 n102=7.769437400691577e-05 n103=2.699130354906039e-05 n104=0.0001464176906176191 n105=0.0002175986354058827 n106=1.245097574815691e-05 n107=7.283715596019552e-05 n108=4.300158533538468e-05 n109=2.196738334409132e-05 n110=7.773790619160608e-06 n111=1.520647021744607e-05 n112=2.569396445267909e-05 n113=2.789898176585926e-06 n114=7.011688184172446e-06 n115=0.0005072012088880111 Q is here equal to 7.999999999999972 12.) nd: 6.128290770745796 Norm of Spectral functions:  0: 0.9997  1: 0.9997  2: 0.9995  3: 0.9991  4: 1.0017  5: 1.0057  6: 1.0061  7: 1.0061  8: 0.9976  9: 1.0000 10: 0.9998 11: 1.0009 12: 0.9990 13: 0.9995 14: 0.9988 15: 1.0008 16: 0.9998 17: 0.9991 18: 1.0004 19: 1.0012 20: 1.0037 21: 1.0012 22: 1.0015 23: 1.0025 24: 0.9963 25: 0.9995 26: 1.0038 27: 0.9993 28: 0.9909 29: 1.0036 30: 0.9836 31: 0.9696 32: 0.9941 33: 0.9870 34: 0.9959 35: 0.9818 36: 1.0098 37: 0.9778 38: 0.9962 39: 0.9444 40: 1.0324 41: 0.9992 42: 0.9967 43: 1.2396 44: 0.9160 45: 2.3198 46: 0.9785 47: 0.6410 48: 1.8435 49: 1.1197 50: 1.5460 51: 0.4394 52: 0.5007 53: 1.7215 54: 0.3917 55: 0.7722 56: 2.3810 57: 0.8155 58: 1.0022 59: 0.9988 60: 0.9972 61: 1.0254 62: 0.9904 63: 1.0059 64: 0.9948 65: 0.9533 66: 0.9270 67: 1.0248 68: 1.0165 69: 0.9757 70: 0.9915 71: 0.9918 72: 0.9858 73: 0.9972 74: 1.0028 75: 1.0273 76: 1.0117 77: 0.9882 78: 1.0076 79: 1.0101 80: 1.0230 81: 1.0081 82: 1.0566 83: 0.9719 84: 0.9699 85: 0.9741 86: 1.0160 87: 1.0099 88: 0.9973 89: 0.9993 90: 0.9880 91: 0.9782 92: 1.0015 93: 0.9827 94: 0.9599 95: 0.9971 96: 1.1138 97: 0.3479 98: 1.3259 99: 0.6786 100: 0.9281 101: 0.9300 102: 1.1170 103: 0.8725 104: 0.9904 105: 1.0036 106: 1.0109 107: 0.9607 108: 0.9847 109: 1.2730 110: 0.8280 111: 0.7116 112: 0.7057 113: 0.6623 114: 1.9922 115: 0.1150  0: 4.2379  1: 1.8904 12.) SelfConsistentStep 12.) Difference between steps: 0.2255 13.) DeterminSpectralFunctions ; lambda = -147.5223976207116 -1.600929632094761 Found lorentz at 10 0.335834 lm= 0.335834 8.22746e-21 -0.822746 lp= 0.335834 8.22746e-21 -0.822746 r- 8.99264e-21 Found lorentz at 11 0.930237 lm= 0.930237 8.08544e-21 -0.808544 lp= 0.930237 8.08544e-21 -0.808544 r- 4.05511e-20 Found lorentz at 12 1.44562 lm= 1.44562 1.43789e-20 -0.437942 lp= 1.44562 1.43789e-20 -0.793543 r- 6.03995e-19 Found lorentz at 13 1.811 lm= 1.811 4.62273e-20 -0.128422 lp= 1.811 4.62273e-20 -0.770493 r- 1.9999e-18 Found lorentz at 14 2.07637 lm= 2.07637 6.23715e-06 -9.01709e-16 lp= 2.07637 6.23715e-06 -0.74994 r- 0.000277229 Found lorentz at 15 2.26198 lm= 2.26198 4.0236e-05 -1.29621e-16 lp= 2.26198 4.0236e-05 -0.722179 r- 0.00185716 Found lorentz at 16 2.23105 lm= 2.23105 2.93137e-05 -1.7897e-16 lp= 2.23105 2.93137e-05 -0.724312 r- 0.00134904 Found lorentz at 17 2.13253 lm= 2.13253 7.14963e-20 -0.0877365 lp= 2.13253 7.14963e-20 -0.792013 r- 3.00906e-18 Found lorentz at 18 2.89 lm= 2.89 2.34447e-19 -0.0260539 lp= 2.89 2.34447e-19 -0.781553 r- 9.99917e-18 Found lorentz at 19 2.81578 lm= 2.81578 1.48308e-19 -0.0423175 lp= 2.81578 1.48308e-19 -0.792214 r- 6.24024e-18 Found lorentz at 20 3.55895 lm= 3.55834 0.0139756 -4.76861e-19 lp= 3.55865 0.0139989 -0.817329 r- 0.571191 Found lorentz at 21 3.31246 lm= 3.31246 9.12259e-08 -7.08113e-14 lp= 3.31246 9.12259e-08 -0.80373 r- 3.78344e-06 Found lorentz at 22 3.44994 lm= 3.44994 0.000392349 -1.6236e-17 lp= 3.44994 0.000392352 -0.79814 r- 0.0163862 Found lorentz at 23 3.54218 lm= 3.54201 0.00707165 -8.89056e-19 lp= 3.5421 0.00707514 -0.793192 r- 0.29737 Found lorentz at 24 3.61962 lm= 3.6196 0.00232609 -2.68431e-18 lp= 3.61961 0.00232625 -0.790225 r- 0.098128 Found lorentz at 26 4.07774 lm= 4.07771 0.00547602 -1.21177e-18 lp= 4.07773 0.00547609 -0.814605 r- 0.0334826 Found lorentz at 27 4.05321 lm= 4.05319 0.0028823 -2.0753e-18 lp= 4.0532 0.00288241 -0.773431 r- 0.0185624 Found lorentz at 28 4.14758 lm= 4.14757 0.00223069 -2.70278e-18 lp= 4.14758 0.00223076 -0.776486 r- 0.0143092 Found lorentz at 29 4.04963 lm= 4.04961 0.00264758 -2.10978e-18 lp= 4.04962 0.00264771 -0.747408 r- 0.0176446 Found lorentz at 30 4.32465 lm= 4.32461 0.00349066 -1.66468e-18 lp= 4.32463 0.00349109 -0.762356 r- 0.0322979 Found lorentz at 31 4.43278 lm= 4.43276 0.00318023 -1.87922e-18 lp= 4.43277 0.00318032 -0.773086 r- 0.0287131 Found lorentz at 32 4.47224 lm= 4.47221 0.00580894 -1.05816e-18 lp= 4.47222 0.00580908 -0.784029 r- 0.0517144 Found lorentz at 33 4.47018 lm= 4.47012 0.00576714 -1.01051e-18 lp= 4.47015 0.00576769 -0.76345 r- 0.052731 Found lorentz at 34 4.48767 lm= 4.48763 0.00382897 -1.48622e-18 lp= 4.48765 0.00382944 -0.754433 r- 0.0350502 Found lorentz at 35 4.46292 lm= 4.46287 0.00466528 -1.21077e-18 lp= 4.46289 0.00466577 -0.751628 r- 0.0433278 Found lorentz at 36 4.53945 lm= 4.53942 0.00354485 -1.60556e-18 lp= 4.53943 0.00354508 -0.754454 r- 0.0324461 Found lorentz at 37 4.91378 lm= 4.91276 0.0170144 -3.45965e-19 lp= 4.91327 0.0170683 -0.768965 r- 0.149982 Found lorentz at 38 4.77505 lm= 4.77502 0.0043782 -1.38268e-18 lp= 4.77503 0.00437841 -0.778078 r- 0.038427 Found lorentz at 39 4.86031 lm= 4.86022 0.00543845 -1.04877e-18 lp= 4.86026 0.0054397 -0.75535 r- 0.0486202 Found lorentz at 60 4.62969 lm= 4.63455 0.0614118 -1.12248e-19 lp= 4.63214 0.0617487 -0.833519 r- 0.512336 Q = 7.999984223266177 n0=0.001247633092654687 n1=0.000719233867675988 n2=0.0004255447536223044 n3=0.0002667776832267148 n4=0.000134969584968907 n5=5.58351760849165e-06 n6=2.739048011404494e-05 n7=4.978693881023993e-05 n8=4.70776931358622e-06 n9=0.0006711522559660608 n10=0.1029598290850021 n11=0.303363216570656 n12=0.273862753208458 n13=0.1125126870505618 n14=0.0001361573487137448 n15=0.0001354679216604628 n16=0.0001461811319177603 n17=0.01098777273329489 n18=0.00102176070396224 n19=0.06887053872376644 n20=1.472589165264583e-05 n21=2.812262892529826e-05 n22=3.590802271773893e-05 n23=4.487833381152866e-05 n24=3.877095636063308e-05 n25=4.234981096636473e-05 n26=7.940861188346587e-06 n27=2.155930188632966e-05 n28=9.80200378484936e-06 n29=3.50753509254147e-05 n30=1.421559623282162e-05 n31=1.491044873223269e-05 n32=1.139456940909213e-05 n33=1.473912089953842e-05 n34=1.021412272713455e-05 n35=2.102055776400236e-05 n36=5.330019622153e-06 n37=7.022057334405995e-06 n38=6.150413646111413e-06 n39=1.064066995743146e-05 n40=8.683162697265306e-06 n41=6.609360352734821e-06 n42=3.891317559311035e-06 n43=4.569991642718716e-06 n44=4.805867000624589e-06 n45=5.939738580748292e-06 n46=6.376047164632121e-06 n47=5.517021601865178e-06 n48=2.803652679796133e-06 n49=3.802281663038626e-06 n50=1.838385900530655e-06 n51=2.105020271531855e-06 n52=1.883947729170562e-06 n53=6.019024406188673e-07 n54=1.59222528466067e-07 n55=1.03273816218628e-06 n56=1.888363802808299e-06 n57=8.358760970237424e-06 n58=8.326987097326246e-05 n59=0.0417882684114905 n60=0.0196297966894028 n61=0.007386210567729264 n62=0.0128225677090903 n63=0.01037679866742752 n64=6.828739547766195e-05 n65=0.00297422408701721 n66=0.0007604903268683303 n67=0.0001149565797884871 n68=0.002673403610318802 n69=0.00257946679522387 n70=0.002369351540430707 n71=0.002036863544854261 n72=0.003205553187644756 n73=0.001022912356429452 n74=0.002179739690002344 n75=0.0002539663149929619 n76=6.543202446669091e-05 n77=0.0002637742552493647 n78=0.0002608542320109062 n79=0.001288260552077488 n80=0.0001981160254407823 n81=0.000417416346290832 n82=4.713847679800677e-05 n83=0.0001976425724382293 n84=4.180384403636306e-05 n85=8.856396454953923e-06 n86=0.0003473874876644775 n87=2.281460097735691e-06 n88=0.0001550714005941494 n89=0.0007758583155023011 n90=6.005176479332499e-05 n91=9.412757582245825e-05 n92=0.0002502234312372458 n93=1.940368622648936e-05 n94=1.288340111854996e-05 n95=0.0003637924888359445 n96=0.002505227174808926 n97=0.0004255171073127107 n98=0.0002483496222999624 n99=0.0002272556729925129 n100=0.000153470112382056 n101=0.0001234724258388221 n102=7.356774540490797e-05 n103=2.553712310574701e-05 n104=0.0001264553245136375 n105=0.0001876778316979819 n106=1.176500837141329e-05 n107=6.184687379182158e-05 n108=4.088095795740164e-05 n109=1.961078793107517e-05 n110=6.603030677317943e-06 n111=1.40062630484212e-05 n112=2.253922394271074e-05 n113=2.568598351911146e-06 n114=5.900590703411928e-06 n115=0.0005064634993014125 Q is here equal to 7.999984223266177 13.) nd: 6.120632656041443 Norm of Spectral functions:  0: 0.9997  1: 0.9996  2: 0.9995  3: 0.9992  4: 1.0026  5: 1.0060  6: 1.0061  7: 1.0060  8: 0.9982  9: 0.9999 10: 1.0006 11: 1.0007 12: 1.0011 13: 0.9987 14: 1.0023 15: 0.9949 16: 0.9959 17: 1.0006 18: 1.0021 19: 1.0001 20: 1.0018 21: 0.9985 22: 1.0019 23: 1.0034 24: 0.9973 25: 0.9975 26: 0.9970 27: 0.9894 28: 1.0086 29: 0.9876 30: 1.0259 31: 1.0037 32: 1.0149 33: 1.0237 34: 0.9828 35: 1.0201 36: 0.9937 37: 1.0152 38: 1.0116 39: 1.0018 40: 0.3802 41: 4.2992 42: 4.2464 43: 0.5197 44: 0.5679 45: 0.3899 46: 0.4014 47: 1.0529 48: 0.3690 49: 0.8470 50: 0.4158 51: 0.7013 52: 1.0320 53: 0.6477 54: 1.2404 55: 0.5311 56: 0.4254 57: 1.2405 58: 1.0014 59: 1.0003 60: 1.0221 61: 0.9663 62: 0.9981 63: 0.9904 64: 0.9865 65: 1.0306 66: 1.0574 67: 1.0164 68: 1.0003 69: 1.0043 70: 0.9893 71: 0.9997 72: 0.9903 73: 1.0002 74: 0.9990 75: 1.0060 76: 0.9832 77: 0.9905 78: 0.9944 79: 1.0059 80: 0.9861 81: 0.9827 82: 0.9844 83: 1.0278 84: 1.0258 85: 0.9306 86: 0.9864 87: 1.0352 88: 0.9953 89: 0.9966 90: 1.0031 91: 1.0079 92: 0.9979 93: 1.0045 94: 1.0192 95: 0.9894 96: 0.9186 97: 1.1514 98: 0.9226 99: 0.9246 100: 0.9752 101: 0.9979 102: 0.9181 103: 0.8460 104: 0.9855 105: 1.0901 106: 0.9161 107: 1.0233 108: 1.0841 109: 0.8699 110: 1.1763 111: 1.1266 112: 1.1557 113: 1.6671 114: 0.8662 115: 0.5726  0: 4.2335  1: 1.8871 13.) SelfConsistentStep 13.) Difference between steps: 0.1842 14.) DeterminSpectralFunctions ; lambda = -147.3038632106778 -1.382395222061007 Found lorentz at 10 0.16478 lm= 0.16478 8.35329e-21 -0.835329 lp= 0.16478 8.35329e-21 -0.835329 r- 4.29415e-21 Found lorentz at 11 0.773182 lm= 0.773182 8.22659e-21 -0.822659 lp= 0.773182 8.22659e-21 -0.822659 r- 9.11317e-21 Found lorentz at 12 1.29301 lm= 1.29301 4.52651e-05 -1.46073e-16 lp= 1.29301 4.52651e-05 -0.813144 r- 0.00185556 Found lorentz at 13 1.66 lm= 1.66 1.50659e-20 -0.422794 lp= 1.66 1.50659e-20 -0.798108 r- 6.29233e-19 Found lorentz at 14 1.9319 lm= 1.9319 0.000115307 -5.2484e-17 lp= 1.9319 0.000115307 -0.777933 r- 0.00494076 Found lorentz at 15 2.13027 lm= 2.13027 0.000190657 -3.06532e-17 lp= 2.13027 0.000190657 -0.764478 r- 0.00831319 Found lorentz at 16 2.11596 lm= 2.11596 0.000172689 -3.35667e-17 lp= 2.11596 0.00017269 -0.761356 r- 0.00756061 Found lorentz at 17 1.97602 lm= 1.97602 3.62102e-20 -0.181123 lp= 1.97602 3.62102e-20 -0.809845 r- 1.49042e-18 Found lorentz at 18 2.74205 lm= 2.74205 9.67447e-20 -0.0668842 lp= 2.74205 9.67447e-20 -0.804406 r- 4.00895e-18 Found lorentz at 19 2.66374 lm= 2.66374 6.75523e-20 -0.0977824 lp= 2.66374 6.75523e-20 -0.812738 r- 2.77057e-18 Found lorentz at 20 3.41025 lm= 3.41015 0.00557789 -1.20105e-18 lp= 3.4102 0.00557966 -0.818681 r- 0.227201 Found lorentz at 21 3.1594 lm= 3.1594 6.31152e-20 -0.107981 lp= 3.1594 6.31152e-20 -0.825543 r- 2.54843e-18 Found lorentz at 22 3.3013 lm= 3.3013 1.07851e-05 -6.19073e-16 lp= 3.3013 1.07851e-05 -0.817114 r- 0.000439966 Found lorentz at 23 3.3925 lm= 3.39246 0.00235151 -2.75888e-18 lp= 3.39248 0.002352 -0.805572 r- 0.097328 Found lorentz at 24 3.46997 lm= 3.46996 0.000634582 -1.01693e-17 lp= 3.46997 0.0006346 -0.803338 r- 0.026332 Found lorentz at 25 3.60301 lm= 3.60201 0.0157803 -4.08453e-19 lp= 3.60251 0.0158356 -0.804851 r- 0.6565 Found lorentz at 26 3.92474 lm= 3.92479 0.0061493 -1.1508e-18 lp= 3.92477 0.0061496 -0.841256 r- 0.243671 Found lorentz at 27 3.90864 lm= 3.90864 0.00252627 -2.60981e-18 lp= 3.90864 0.0025263 -0.811984 r- 0.103709 Found lorentz at 28 4.00722 lm= 4.00721 0.00133317 -4.66299e-18 lp= 4.00722 0.00133319 -0.788461 r- 0.00842187 Found lorentz at 29 3.91824 lm= 3.91824 0.00217127 -2.84262e-18 lp= 3.91824 0.00217128 -0.785629 r- 0.092125 Found lorentz at 30 4.18822 lm= 4.18821 0.00180631 -3.50924e-18 lp= 4.18821 0.00180633 -0.796172 r- 0.0113002 Found lorentz at 31 4.29383 lm= 4.29382 0.0022071 -2.89839e-18 lp= 4.29382 0.00220714 -0.799824 r- 0.0194622 Found lorentz at 32 4.32844 lm= 4.32842 0.00507308 -1.28209e-18 lp= 4.32843 0.00507317 -0.806494 r- 0.0443646 Found lorentz at 33 4.33147 lm= 4.33144 0.00400428 -1.56821e-18 lp= 4.33145 0.00400445 -0.79246 r- 0.0356392 Found lorentz at 34 4.34811 lm= 4.3481 0.00270747 -2.27494e-18 lp= 4.34811 0.00270753 -0.784827 r- 0.0240788 Found lorentz at 35 4.33218 lm= 4.33216 0.0028665 -2.14884e-18 lp= 4.33217 0.00286662 -0.784858 r- 0.0257596 Found lorentz at 36 4.40389 lm= 4.40388 0.00250361 -2.45668e-18 lp= 4.40388 0.00250365 -0.784265 r- 0.0222816 Found lorentz at 37 4.78039 lm= 4.7801 0.00690469 -8.83777e-19 lp= 4.78025 0.00691555 -0.782044 r- 0.0597245 Found lorentz at 38 4.63804 lm= 4.63802 0.0031914 -1.95636e-18 lp= 4.63803 0.0031915 -0.790177 r- 0.0275811 Found lorentz at 39 4.72788 lm= 4.72786 0.00326307 -1.89581e-18 lp= 4.72787 0.00326321 -0.786545 r- 0.0283311 Found lorentz at 40 4.86596 lm= 4.86591 0.00468281 -1.26538e-18 lp= 4.86594 0.00468331 -0.769833 r- 0.0410706 Found lorentz at 41 4.79598 lm= 4.79593 0.00414169 -1.48474e-18 lp= 4.79596 0.0041423 -0.78426 r- 0.0356583 Found lorentz at 42 4.79278 lm= 4.79269 0.00455786 -1.35079e-18 lp= 4.79273 0.00455911 -0.784799 r- 0.0392208 Found lorentz at 60 4.40982 lm= 4.41909 0.106885 -9.56636e-20 lp= 4.41449 0.107587 -1.01594 r- 0.740532 Q = 8.000664820762633 n0=0.001269885057555544 n1=0.0007615192657373459 n2=0.0004288969394081745 n3=0.0002971785845561171 n4=0.0001427307156640343 n5=4.994097707420099e-06 n6=2.932172055988231e-05 n7=5.305800600898511e-05 n8=4.846960744763895e-06 n9=0.0007402239145841208 n10=0.1045301351915084 n11=0.3086380710375335 n12=0.0001548863174669251 n13=0.1770608237157189 n14=0.0001396615240831471 n15=0.000138203326775804 n16=0.0001488054714500295 n17=0.02265825063167068 n18=0.02510317384019832 n19=0.1589846466305375 n20=1.492186631646043e-05 n21=0.06750960198065332 n22=3.496167088094047e-05 n23=4.287380970646731e-05 n24=3.724381115137843e-05 n25=4.080608310168249e-05 n26=8.264959421813591e-06 n27=2.036959363103991e-05 n28=9.63461127376757e-06 n29=3.370741650431226e-05 n30=1.388555632431772e-05 n31=1.522236999426788e-05 n32=1.164172385173302e-05 n33=1.480380579283799e-05 n34=1.086565245337741e-05 n35=2.099355395550438e-05 n36=5.393103191790113e-06 n37=6.938412278346144e-06 n38=6.309503602979524e-06 n39=1.140411454693404e-05 n40=9.215954293682215e-06 n41=6.804692958887565e-06 n42=4.012962842595779e-06 n43=4.668810174492557e-06 n44=4.938603254833615e-06 n45=6.117730947039735e-06 n46=6.632391427509639e-06 n47=5.615770753143842e-06 n48=2.997491421721847e-06 n49=3.834998580678074e-06 n50=1.908035671842562e-06 n51=2.164847537857531e-06 n52=1.939657222791536e-06 n53=6.187012522281537e-07 n54=1.720831799746605e-07 n55=1.058348962355757e-06 n56=1.912553915979717e-06 n57=8.63350637869264e-06 n58=9.224964694355044e-05 n59=0.04672790282360163 n60=0.01915595150281815 n61=0.007836394613479729 n62=0.01353771314513103 n63=0.01147458060770557 n64=9.443267089529828e-05 n65=0.003459122297414325 n66=0.0007314840963752814 n67=0.0001019826884740461 n68=0.003043087232480626 n69=0.002605833197242663 n70=0.002530205703656871 n71=0.002125845011884564 n72=0.003431490224821847 n73=0.001105276515640157 n74=0.002371940851229605 n75=0.0003475418194939976 n76=6.685180891880918e-05 n77=0.0002618268637377127 n78=0.0002964789007739012 n79=0.001329611608330369 n80=0.0002072463751586541 n81=0.000434537734462513 n82=5.412581714882178e-05 n83=0.0002188794076139742 n84=5.611948340564633e-05 n85=8.208875731377349e-06 n86=0.0003440917564938166 n87=3.064333430962103e-06 n88=0.0001630388118736656 n89=0.0008250564828245872 n90=6.718132642464933e-05 n91=8.676079019207769e-05 n92=0.0002638281120642589 n93=2.120145993358217e-05 n94=1.617547204660199e-05 n95=0.000376988236393283 n96=0.002683033979242297 n97=0.0004083910012455452 n98=0.0002431665244346141 n99=0.0002208311570464717 n100=0.0001518905349602462 n101=0.0001210384695909534 n102=7.190689803144177e-05 n103=2.494338479194858e-05 n104=0.0001132695647417739 n105=0.0001681827290412635 n106=1.15003956438717e-05 n107=5.439681599532797e-05 n108=4.013005267777032e-05 n109=1.814640784882162e-05 n110=5.806863550427302e-06 n111=1.335253003032567e-05 n112=2.049469258608923e-05 n113=2.448545993577741e-06 n114=5.120839366746333e-06 n115=0.0005152366180531236 Q is here equal to 8.000664820762633 14.) nd: 6.129152945427284 Norm of Spectral functions:  0: 0.9995  1: 0.9995  2: 0.9998  3: 0.9994  4: 1.0016  5: 1.0056  6: 1.0061  7: 1.0060  8: 0.9971  9: 0.9999 10: 0.9998 11: 0.9983 12: 1.0004 13: 1.0011 14: 0.9977 15: 1.0002 16: 0.9976 17: 1.0000 18: 0.9989 19: 0.9999 20: 0.9963 21: 1.0011 22: 1.0007 23: 1.0107 24: 0.9969 25: 0.9969 26: 0.9994 27: 1.0023 28: 0.9726 29: 0.9980 30: 1.0233 31: 1.0035 32: 1.0118 33: 1.0222 34: 0.9714 35: 1.0254 36: 0.9979 37: 0.9777 38: 0.9719 39: 1.0047 40: 1.0033 41: 0.9718 42: 0.9595 43: 0.4680 44: 0.3470 45: 0.3362 46: 0.4277 47: 0.4355 48: 0.3469 49: 0.5476 50: 0.3730 51: 1.8690 52: 2.7456 53: 0.4071 54: 0.3308 55: 0.5523 56: 0.3828 57: 1.0937 58: 0.9993 59: 0.9966 60: 1.0026 61: 1.0634 62: 0.9903 63: 1.0061 64: 1.3255 65: 0.9915 66: 1.0018 67: 0.9831 68: 1.0086 69: 0.9914 70: 1.0649 71: 1.0191 72: 1.0183 73: 1.0123 74: 0.9926 75: 0.9835 76: 1.0020 77: 1.0708 78: 1.0142 79: 0.9882 80: 0.9865 81: 1.0090 82: 0.9798 83: 0.9985 84: 0.9895 85: 0.9900 86: 0.9850 87: 0.8864 88: 1.0005 89: 1.0236 90: 1.0481 91: 1.0171 92: 0.9732 93: 0.9861 94: 0.9228 95: 1.0606 96: 0.9582 97: 0.5129 98: 0.8683 99: 0.8546 100: 1.0382 101: 1.0167 102: 1.1561 103: 1.1364 104: 1.0489 105: 0.8623 106: 0.9972 107: 0.9801 108: 0.9921 109: 1.1541 110: 0.9063 111: 0.8021 112: 0.7906 113: 0.6753 114: 1.2182 115: 0.1112  0: 4.2733  1: 1.8558 14.) SelfConsistentStep 14.) Difference between steps: 0.1011 15.) DeterminSpectralFunctions ; lambda = -147.310042585209 -1.388574596592179 Found lorentz at 10 0.166246 lm= 0.166246 8.34401e-21 -0.834401 lp= 0.166246 8.34401e-21 -0.834401 r- 2.60228e-21 Found lorentz at 11 0.771097 lm= 0.771097 8.21082e-21 -0.821082 lp= 0.771097 8.21082e-21 -0.821082 r- 5.35362e-21 Found lorentz at 12 1.29207 lm= 1.29207 2.70905e-05 -2.43207e-16 lp= 1.29207 2.70905e-05 -0.811703 r- 0.0011125 Found lorentz at 13 1.66015 lm= 1.66015 4.41613e-08 -1.42782e-13 lp= 1.66015 4.41613e-08 -0.794067 r- 1.8538e-06 Found lorentz at 14 1.93104 lm= 1.93104 7.57113e-05 -7.95623e-17 lp= 1.93104 7.57113e-05 -0.776129 r- 0.00325166 Found lorentz at 15 2.1283 lm= 2.1283 0.000241148 -2.41058e-17 lp= 2.1283 0.000241148 -0.762434 r- 0.0105429 Found lorentz at 16 2.09405 lm= 2.09405 0.000215266 -2.68711e-17 lp= 2.09405 0.000215266 -0.760555 r- 0.00943462 Found lorentz at 17 1.96914 lm= 1.96914 2.14795e-20 -0.303342 lp= 1.96914 2.14795e-20 -0.807195 r- 8.87002e-19 Found lorentz at 18 2.73179 lm= 2.73179 5.67401e-20 -0.113842 lp= 2.73179 5.67401e-20 -0.803705 r- 2.35327e-18 Found lorentz at 19 2.66004 lm= 2.66004 4.00963e-20 -0.163819 lp= 2.66004 4.00963e-20 -0.810465 r- 1.6491e-18 Found lorentz at 20 3.39881 lm= 3.39871 0.0044298 -1.46588e-18 lp= 3.39876 0.00443203 -0.806117 r- 0.183293 Found lorentz at 21 3.1553 lm= 3.1553 3.7581e-20 -0.180282 lp= 3.1553 3.7581e-20 -0.823115 r- 1.5219e-18 Found lorentz at 22 3.29711 lm= 3.29711 5.18306e-06 -1.28077e-15 lp= 3.29711 5.18306e-06 -0.814758 r- 0.000212049 Found lorentz at 23 3.38755 lm= 3.38753 0.00140087 -4.48478e-18 lp= 3.38754 0.00140106 -0.792705 r- 0.058917 Found lorentz at 24 3.46488 lm= 3.46488 0.000370752 -1.70914e-17 lp= 3.46488 0.000370762 -0.796046 r- 0.0155252 Found lorentz at 25 3.59174 lm= 3.59043 0.0191612 -3.62122e-19 lp= 3.59108 0.0192399 -0.835433 r- 0.768566 Found lorentz at 26 3.92055 lm= 3.9206 0.00565855 -1.21948e-18 lp= 3.92057 0.00565894 -0.830734 r- 0.227071 Found lorentz at 27 3.90664 lm= 3.90665 0.00211621 -3.07803e-18 lp= 3.90665 0.00211621 -0.807079 r- 0.087402 Found lorentz at 28 4.00247 lm= 4.00246 0.0010096 -6.09861e-18 lp= 4.00246 0.00100962 -0.784686 r- 0.00640851 Found lorentz at 29 3.90943 lm= 3.90943 0.00185469 -3.3153e-18 lp= 3.90943 0.00185469 -0.784146 r- 0.0788411 Found lorentz at 30 4.18116 lm= 4.18115 0.00165478 -3.79269e-18 lp= 4.18115 0.00165481 -0.792226 r- 0.0104038 Found lorentz at 31 4.28919 lm= 4.28918 0.00217917 -2.91189e-18 lp= 4.28919 0.0021792 -0.796595 r- 0.0192938 Found lorentz at 32 4.32661 lm= 4.3266 0.00479444 -1.34723e-18 lp= 4.32661 0.00479445 -0.803695 r- 0.0420731 Found lorentz at 33 4.32883 lm= 4.32881 0.00374645 -1.66214e-18 lp= 4.32882 0.00374656 -0.789138 r- 0.0334842 Found lorentz at 34 4.34216 lm= 4.34215 0.00258705 -2.44358e-18 lp= 4.34215 0.0025871 -0.795098 r- 0.0229483 Found lorentz at 35 4.32682 lm= 4.3268 0.00271312 -2.24849e-18 lp= 4.32681 0.00271322 -0.781071 r- 0.0244993 Found lorentz at 36 4.39935 lm= 4.39934 0.00244606 -2.49045e-18 lp= 4.39934 0.00244609 -0.780507 r- 0.0218741 Found lorentz at 37 4.77334 lm= 4.77322 0.00621381 -1.00357e-18 lp= 4.77328 0.00621583 -0.789867 r- 0.0537431 Found lorentz at 38 4.63187 lm= 4.63186 0.0031262 -1.97355e-18 lp= 4.63186 0.00312629 -0.785492 r- 0.0271787 Found lorentz at 39 4.72412 lm= 4.7241 0.00315011 -1.94449e-18 lp= 4.72411 0.00315023 -0.782668 r- 0.0274857 Found lorentz at 40 4.86044 lm= 4.86039 0.00447257 -1.30753e-18 lp= 4.86042 0.00447301 -0.764776 r- 0.0394857 Found lorentz at 41 4.78979 lm= 4.78974 0.00393527 -1.53755e-18 lp= 4.78976 0.00393579 -0.777934 r- 0.034156 Found lorentz at 42 4.78714 lm= 4.78707 0.00417432 -1.45113e-18 lp= 4.78711 0.00417539 -0.778441 r- 0.036213 Found lorentz at 59 2.80532 lm= 2.80653 0.0259631 -3.01795e-19 lp= 2.80593 0.0260128 -0.886397 r- 0.978759 Found lorentz at 60 4.44088 lm= 4.45267 0.104588 -9.96324e-20 lp= 4.44685 0.105748 -1.0289 r- 0.719638 Q = 8.000000000000041 n0=0.001193693021677975 n1=0.0007695336502436202 n2=0.0004184225173943254 n3=0.0002512448230501937 n4=0.000128901587286661 n5=7.86218435932393e-06 n6=2.760584527906353e-05 n7=5.130218379890819e-05 n8=5.242695761677961e-06 n9=0.0008328041355823474 n10=0.1044209601847563 n11=0.3080759511570606 n12=0.0001591909029352529 n13=0.0001499878046572433 n14=0.0001432818826793817 n15=0.0001418347312699751 n16=0.0001533309477193905 n17=0.03793667713298138 n18=0.04271394923235312 n19=0.2663048062033645 n20=1.505367578057682e-05 n21=0.1127029232691957 n22=3.407665878254156e-05 n23=4.11456015221373e-05 n24=3.591578238624484e-05 n25=3.955325093644357e-05 n26=8.519157803393986e-06 n27=1.935714603845785e-05 n28=9.497515487805938e-06 n29=3.260143952061955e-05 n30=1.359756566860497e-05 n31=1.546884503093469e-05 n32=1.183664128802439e-05 n33=1.484036357552788e-05 n34=1.141216703756414e-05 n35=2.097335519624306e-05 n36=5.429781145970407e-06 n37=6.87095738013771e-06 n38=6.423636060949725e-06 n39=1.205215981484248e-05 n40=9.676015624377518e-06 n41=6.960826546331625e-06 n42=4.113731502235406e-06 n43=4.752372744354036e-06 n44=5.056242030685916e-06 n45=6.270076520574732e-06 n46=6.849832806998076e-06 n47=5.717231639526504e-06 n48=3.153446812195763e-06 n49=3.866377792173652e-06 n50=1.963227892538492e-06 n51=2.206620208549493e-06 n52=1.988227523040608e-06 n53=6.331884718591006e-07 n54=1.825255104469242e-07 n55=1.078148046333553e-06 n56=1.931734250463025e-06 n57=8.866996181072648e-06 n58=9.98376705058538e-05 n59=0.04258510760942507 n60=0.01822100204524495 n61=0.00758018619894786 n62=0.01313051633119375 n63=0.01034537927729111 n64=0.0001784216663623936 n65=0.003083974314032295 n66=0.0009015368381265707 n67=0.0001290124803921438 n68=0.002710415031726814 n69=0.002366685418516722 n70=0.002215184251845721 n71=0.002206211628575093 n72=0.003150389679862611 n73=0.0009285552100143724 n74=0.002309795055022929 n75=0.0006681390472603945 n76=9.54943411602974e-05 n77=0.0002880877175103087 n78=0.0002980177114884018 n79=0.001249634241295179 n80=0.0002937234225874899 n81=0.0004644337712345326 n82=8.971717324941713e-05 n83=0.0002206941072222023 n84=0.0001063591043921292 n85=1.076158750008013e-05 n86=0.0003894392461402772 n87=5.750301521003838e-06 n88=0.0001529570038025295 n89=0.0007600658398522756 n90=7.528811194620494e-05 n91=9.461458019849726e-05 n92=0.0003036599299767126 n93=2.427228615787177e-05 n94=2.94586751553064e-05 n95=0.0004244982761053052 n96=0.002589730590892989 n97=0.0004066853793120679 n98=0.0002467054150983109 n99=0.0002220469453527376 n100=0.0001554065233233528 n101=0.0001226698876360402 n102=7.266705172234982e-05 n103=2.517541626618394e-05 n104=0.000104687570184381 n105=0.0001550831137515645 n106=1.145152533051846e-05 n107=4.929034297464354e-05 n108=4.009765415814517e-05 n109=1.726771157235205e-05 n110=5.256948465380342e-06 n111=1.303702556904395e-05 n112=1.917353294968453e-05 n113=2.388591547523356e-06 n114=4.583939345507963e-06 n115=0.0005299190357359578 Q is here equal to 8.000000000000041 15.) nd: 6.121397744679387 Norm of Spectral functions:  0: 0.9999  1: 0.9997  2: 0.9998  3: 0.9995  4: 1.0015  5: 1.0057  6: 1.0064  7: 1.0063  8: 0.9969  9: 1.0000 10: 0.9999 11: 0.9982 12: 1.0005 13: 0.9836 14: 0.9982 15: 1.0005 16: 0.9997 17: 0.9996 18: 1.0006 19: 0.9997 20: 1.0014 21: 1.0008 22: 1.0002 23: 1.0021 24: 0.9902 25: 1.0026 26: 0.9992 27: 1.0005 28: 0.9476 29: 1.0021 30: 1.0182 31: 1.0026 32: 1.0079 33: 1.0180 34: 1.0063 35: 1.0186 36: 0.9971 37: 1.0197 38: 0.9897 39: 1.0038 40: 1.0014 41: 0.9634 42: 0.9472 43: 0.4339 44: 0.3544 45: 0.3233 46: 0.3674 47: 0.4752 48: 0.3381 49: 0.5905 50: 0.3565 51: 1.0681 52: 4.1641 53: 0.4171 54: 0.3355 55: 0.5289 56: 0.3728 57: 1.3119 58: 0.9992 59: 0.9985 60: 1.0098 61: 1.0133 62: 1.0088 63: 0.9956 64: 1.4607 65: 1.0027 66: 0.9868 67: 0.9779 68: 0.9898 69: 0.9913 70: 1.0602 71: 1.0280 72: 1.0097 73: 1.0100 74: 0.9976 75: 0.9914 76: 0.9865 77: 1.0830 78: 0.9898 79: 0.9865 80: 0.9954 81: 0.9988 82: 0.9816 83: 1.0206 84: 0.9843 85: 0.9655 86: 0.9767 87: 1.0133 88: 0.9772 89: 1.0222 90: 1.0612 91: 0.9997 92: 0.9662 93: 0.9935 94: 0.8834 95: 1.0043 96: 1.0769 97: 0.4791 98: 0.8830 99: 0.8663 100: 0.9980 101: 0.9824 102: 1.1796 103: 1.1296 104: 1.0352 105: 0.8681 106: 1.0105 107: 0.9791 108: 0.9895 109: 1.1956 110: 0.8794 111: 0.7686 112: 0.7561 113: 0.6414 114: 1.1859 115: 0.1072  0: 4.3840  1: 1.7374 15.) SelfConsistentStep 15.) Difference between steps: 0.1003 16.) DeterminSpectralFunctions ; lambda = -147.5176542689662 -1.596186280349372 Found lorentz at 10 0.336822 lm= 0.336822 8.24928e-21 -0.824928 lp= 0.336822 8.24928e-21 -0.824928 r- 1.83582e-21 Found lorentz at 11 0.938802 lm= 0.938802 8.13433e-21 -0.813433 lp= 0.938802 8.13433e-21 -0.813433 r- 9.0813e-21 Found lorentz at 12 1.45466 lm= 1.45466 2.32305e-05 -2.73901e-16 lp= 1.45466 2.32305e-05 -0.797674 r- 0.000970758 Found lorentz at 13 1.81859 lm= 1.81859 1.55545e-06 -3.90288e-15 lp= 1.81859 1.55545e-06 -0.77915 r- 6.65448e-05 Found lorentz at 14 2.0861 lm= 2.0861 6.50803e-05 -8.81413e-17 lp= 2.0861 6.50803e-05 -0.757381 r- 0.00286427 Found lorentz at 15 2.277 lm= 2.277 0.000243733 -2.24364e-17 lp= 2.277 0.000243734 -0.739494 r- 0.0109865 Found lorentz at 16 2.22393 lm= 2.22393 0.000190732 -2.8786e-17 lp= 2.22393 0.000190732 -0.740974 r- 0.00858026 Found lorentz at 17 2.13102 lm= 2.13102 1.54892e-20 -0.408738 lp= 2.13102 1.54892e-20 -0.795678 r- 6.48889e-19 Found lorentz at 18 2.88715 lm= 2.88715 5.0582e-20 -0.122885 lp= 2.88715 5.0582e-20 -0.788402 r- 2.13859e-18 Found lorentz at 19 2.81517 lm= 2.81517 3.21914e-20 -0.197413 lp= 2.81517 3.21914e-20 -0.797182 r- 1.34605e-18 Found lorentz at 20 3.54789 lm= 3.54699 0.0111034 -5.76817e-19 lp= 3.54744 0.0111661 -0.803521 r- 0.463967 Found lorentz at 21 3.31 lm= 3.31 2.89208e-20 -0.227207 lp= 3.31 2.89208e-20 -0.810618 r- 1.18925e-18 Found lorentz at 22 3.44916 lm= 3.44916 8.67728e-05 -7.39883e-17 lp= 3.44916 8.67728e-05 -0.80126 r- 0.00360985 Found lorentz at 23 3.53775 lm= 3.53751 0.00505635 -1.22537e-18 lp= 3.53763 0.00506614 -0.788228 r- 0.214361 Found lorentz at 24 3.61617 lm= 3.61615 0.00210027 -3.00818e-18 lp= 3.61616 0.00210038 -0.794887 r- 0.0880798 Found lorentz at 26 4.07026 lm= 4.07023 0.00544383 -1.22907e-18 lp= 4.07024 0.00544393 -0.817985 r- 0.0331484 Found lorentz at 27 4.05255 lm= 4.05253 0.00216102 -2.81926e-18 lp= 4.05254 0.00216108 -0.780558 r- 0.0137899 Found lorentz at 28 4.14658 lm= 4.14658 0.0015178 -4.0348e-18 lp= 4.14658 0.00151783 -0.782572 r- 0.00966041 Found lorentz at 29 4.04486 lm= 4.04485 0.00210675 -2.69958e-18 lp= 4.04485 0.00210682 -0.754161 r- 0.0139142 Found lorentz at 30 4.32274 lm= 4.32272 0.00253626 -2.3329e-18 lp= 4.32273 0.00253639 -0.769239 r- 0.0232551 Found lorentz at 31 4.43185 lm= 4.43184 0.00272567 -2.22331e-18 lp= 4.43184 0.00272573 -0.778473 r- 0.0244385 Found lorentz at 32 4.47278 lm= 4.47275 0.0052414 -1.18476e-18 lp= 4.47277 0.00524154 -0.788037 r- 0.0464246 Found lorentz at 33 4.47018 lm= 4.47013 0.00477304 -1.24397e-18 lp= 4.47016 0.00477344 -0.770599 r- 0.0432361 Found lorentz at 34 4.48748 lm= 4.48745 0.00324128 -1.79192e-18 lp= 4.48747 0.00324145 -0.76214 r- 0.0293679 Found lorentz at 35 4.46208 lm= 4.46205 0.00367871 -1.56772e-18 lp= 4.46206 0.00367898 -0.75946 r- 0.0338115 Found lorentz at 36 4.53882 lm= 4.5388 0.00303552 -1.90686e-18 lp= 4.53881 0.00303563 -0.760829 r- 0.0275503 Found lorentz at 37 4.90897 lm= 4.90857 0.0105853 -5.53244e-19 lp= 4.90877 0.0105984 -0.76594 r- 0.0934465 Found lorentz at 38 4.77182 lm= 4.7718 0.00381302 -1.60663e-18 lp= 4.77181 0.00381311 -0.782708 r- 0.0332675 Found lorentz at 39 4.86041 lm= 4.86037 0.00419471 -1.38003e-18 lp= 4.86039 0.00419514 -0.760899 r- 0.0372215 Found lorentz at 42 4.92415 lm= 4.92406 0.00611301 -9.81188e-19 lp= 4.9241 0.00611437 -0.774591 r- 0.0532928 Found lorentz at 60 4.64222 lm= 4.64109 0.0601968 -1.03774e-19 lp= 4.64165 0.0602152 -0.790542 r- 0.520183 Q = 7.999402592106175 n0=0.001116986463134129 n1=0.0007286973144335846 n2=0.0003817484932601387 n3=0.0002087492570210265 n4=0.0001114855935459469 n5=1.189312240501297e-05 n6=1.921687021487747e-05 n7=5.003290920917501e-05 n8=5.742312384777272e-06 n9=0.0009036666412495679 n10=0.1032246782899202 n11=0.3052152266119313 n12=0.0001467646035540563 n13=0.0001388697462282214 n14=0.0001333172855961877 n15=0.0001321988930100262 n16=0.0001433359525599351 n17=0.05111325814318926 n18=0.04610675385938331 n19=0.3209102989031176 n20=1.422588982481556e-05 n21=0.06307594039505895 n22=3.161322196990935e-05 n23=3.795886405120637e-05 n24=3.314835121778866e-05 n25=3.678312557083639e-05 n26=8.154513178015375e-06 n27=1.777754959977457e-05 n28=8.860321716972049e-06 n29=3.023940550680119e-05 n30=1.277516568864298e-05 n31=1.485136773229708e-05 n32=1.131408746934222e-05 n33=1.401381673073541e-05 n34=1.097985774940933e-05 n35=1.998067543042687e-05 n36=5.200776916291433e-06 n37=6.514844519287373e-06 n38=6.184138007611115e-06 n39=1.170983666943817e-05 n40=9.36597683160769e-06 n41=6.705817499281178e-06 n42=3.93209586065854e-06 n43=4.578395449576861e-06 n44=4.82440343627325e-06 n45=6.040703291080936e-06 n46=6.635273780297299e-06 n47=5.485609666660031e-06 n48=3.098188196260013e-06 n49=3.715542033829098e-06 n50=1.908051349935124e-06 n51=2.162338892596732e-06 n52=1.918836670601821e-06 n53=6.137615815401847e-07 n54=1.854039399277547e-07 n55=1.049522968796803e-06 n56=1.871249473585898e-06 n57=8.694206742451938e-06 n58=0.0001025423523070211 n59=0.03348410552922103 n60=0.0165368691977636 n61=0.007083034888588649 n62=0.01234299656695804 n63=0.009112324667935578 n64=0.0002920674430102672 n65=0.001921590762665851 n66=0.0006295393569186924 n67=0.0001801162588396555 n68=0.001897330341511653 n69=0.002114180992952411 n70=0.001884665670147603 n71=0.002105537586894742 n72=0.002872592967747735 n73=0.0005423617793473781 n74=0.001891565448625517 n75=0.001110756161232855 n76=0.0001157558675062 n77=0.0002509495205532297 n78=0.0002776387645325769 n79=0.001189670109766639 n80=0.0003000716632722191 n81=0.0003524036597242727 n82=0.0001317233423697526 n83=0.0001546484173104483 n84=0.0001768038107502923 n85=1.530416335012925e-05 n86=0.0004043043143966882 n87=9.528090872561962e-06 n88=0.0001356502439215898 n89=0.0006901839699528216 n90=7.690382817539898e-05 n91=9.915076015074663e-05 n92=0.0003073482991221017 n93=2.513545052247307e-05 n94=4.847527567380043e-05 n95=0.0004514218319807881 n96=0.00229965912898271 n97=0.0003837496498820247 n98=0.0002353321853761561 n99=0.0002108331207701362 n100=0.0001488383477333061 n101=0.0001170813526951956 n102=6.94170707450565e-05 n103=2.406091203025459e-05 n104=9.568499006642168e-05 n105=0.0001418487640932375 n106=1.099602159042003e-05 n107=4.447769998108011e-05 n108=3.859374893718732e-05 n109=1.609630576840859e-05 n110=4.738113928598905e-06 n111=1.235497941408462e-05 n112=1.769855158188079e-05 n113=2.257368812817167e-06 n114=4.11594533001804e-06 n115=0.0005209835380864318 Q is here equal to 7.999402592106175 16.) nd: 6.104174464490038 Norm of Spectral functions:  0: 1.0000  1: 0.9997  2: 0.9996  3: 0.9994  4: 1.0023  5: 1.0062  6: 1.0071  7: 1.0069  8: 0.9983  9: 1.0002 10: 0.9995 11: 1.0012 12: 0.9994 13: 0.9996 14: 0.9989 15: 1.0010 16: 1.0024 17: 1.0004 18: 1.0014 19: 1.0000 20: 0.9967 21: 1.0013 22: 1.0007 23: 1.0045 24: 0.9940 25: 1.0021 26: 0.9972 27: 0.9913 28: 1.0076 29: 0.9886 30: 1.0180 31: 1.0031 32: 1.0150 33: 1.0231 34: 0.9842 35: 1.0171 36: 0.9949 37: 1.0395 38: 1.0223 39: 1.0013 40: 0.3497 41: 7.0494 42: 1.0073 43: 0.4571 44: 0.5291 45: 0.3571 46: 0.3662 47: 1.0784 48: 0.3536 49: 0.8493 50: 0.3801 51: 0.5106 52: 0.7465 53: 0.7169 54: 1.2078 55: 0.4837 56: 0.4111 57: 1.1145 58: 1.0011 59: 0.9933 60: 0.9996 61: 0.9551 62: 1.0323 63: 0.9886 64: 1.1659 65: 1.0167 66: 1.0399 67: 1.0107 68: 0.9999 69: 0.9743 70: 1.0134 71: 0.9937 72: 1.0076 73: 0.9988 74: 1.0004 75: 1.0426 76: 0.9921 77: 0.9948 78: 0.9890 79: 1.0034 80: 0.9920 81: 0.9886 82: 0.9871 83: 1.0418 84: 1.0429 85: 0.9499 86: 0.9834 87: 1.0076 88: 0.9914 89: 0.9981 90: 1.0112 91: 1.0003 92: 0.9961 93: 0.9991 94: 0.9826 95: 0.9874 96: 0.9045 97: 1.2281 98: 0.9467 99: 0.8998 100: 0.9777 101: 0.9987 102: 0.9171 103: 0.8405 104: 0.9884 105: 1.1042 106: 0.9269 107: 1.0338 108: 1.0804 109: 0.8549 110: 1.1959 111: 1.1352 112: 1.1654 113: 1.6205 114: 0.8948 115: 0.5373  0: 4.3856  1: 1.7186 16.) SelfConsistentStep 16.) Difference between steps: 0.1556 17.) DeterminSpectralFunctions ; lambda = -147.4849148131335 -1.563446824516745 Found lorentz at 10 0.322296 lm= 0.322296 8.29832e-21 -0.829832 lp= 0.322296 8.29832e-21 -0.829832 r- 1.09591e-21 Found lorentz at 11 0.928244 lm= 0.928244 5.49686e-06 -1.21745e-15 lp= 0.928244 5.49686e-06 -0.818055 r- 5.55649e-05 Found lorentz at 12 1.44782 lm= 1.44782 8.01347e-05 -8.11182e-17 lp= 1.44782 8.01347e-05 -0.806249 r- 0.00331307 Found lorentz at 13 1.81263 lm= 1.81263 4.61095e-06 -1.34169e-15 lp= 1.81263 4.61095e-06 -0.786543 r- 0.00019541 Found lorentz at 14 2.08229 lm= 2.08229 0.000158852 -3.70473e-17 lp= 2.08229 0.000158852 -0.76714 r- 0.00690235 Found lorentz at 15 2.27862 lm= 2.27862 0.000386344 -1.4641e-17 lp= 2.27862 0.000386344 -0.752096 r- 0.017123 Found lorentz at 16 2.23566 lm= 2.23566 0.000319022 -1.76165e-17 lp= 2.23566 0.000319022 -0.74967 r- 0.014185 Found lorentz at 17 2.12462 lm= 2.12462 9.29875e-21 -0.691221 lp= 2.12462 9.29875e-21 -0.801716 r- 3.86619e-19 Found lorentz at 18 2.88743 lm= 2.88743 3.06917e-20 -0.206714 lp= 2.88743 3.06917e-20 -0.796517 r- 1.28441e-18 Found lorentz at 19 2.8052 lm= 2.8052 1.902e-20 -0.338941 lp= 2.8052 1.902e-20 -0.80291 r- 7.89626e-19 Found lorentz at 20 3.55451 lm= 3.55403 0.00808119 -8.19815e-19 lp= 3.55427 0.00810611 -0.81574 r- 0.33153 Found lorentz at 21 3.31 lm= 3.31 1.74897e-20 -0.381672 lp= 3.31 1.74897e-20 -0.817027 r- 7.1355e-19 Found lorentz at 22 3.45152 lm= 3.45152 7.43394e-05 -8.78078e-17 lp= 3.45152 7.43395e-05 -0.807935 r- 0.00306706 Found lorentz at 23 3.53725 lm= 3.53714 0.00344056 -1.81923e-18 lp= 3.5372 0.00344355 -0.791639 r- 0.145033 Found lorentz at 24 3.61661 lm= 3.6166 0.00155337 -4.09698e-18 lp= 3.61661 0.00155343 -0.797778 r- 0.0649074 Found lorentz at 25 3.73708 lm= 3.73548 0.0203981 -3.11924e-19 lp= 3.73627 0.0205078 -0.800728 r- 0.855028 Found lorentz at 26 4.07548 lm= 4.07549 0.00581974 -1.17545e-18 lp= 4.07549 0.00581975 -0.827094 r- 0.0350464 Found lorentz at 27 4.05747 lm= 4.05747 0.00241724 -2.59019e-18 lp= 4.05747 0.00241726 -0.791276 r- 0.0152156 Found lorentz at 28 4.15372 lm= 4.15371 0.00151734 -4.13977e-18 lp= 4.15371 0.00151736 -0.792562 r- 0.00953565 Found lorentz at 29 4.05473 lm= 4.05472 0.00235068 -2.49981e-18 lp= 4.05472 0.00235072 -0.766576 r- 0.0152736 Found lorentz at 30 4.33187 lm= 4.33186 0.00234195 -2.60088e-18 lp= 4.33187 0.00234202 -0.780473 r- 0.0211637 Found lorentz at 31 4.43777 lm= 4.43776 0.00254435 -2.43736e-18 lp= 4.43776 0.0025444 -0.787506 r- 0.022551 Found lorentz at 32 4.47731 lm= 4.47729 0.00508965 -1.24846e-18 lp= 4.4773 0.0050897 -0.79714 r- 0.0445647 Found lorentz at 33 4.47716 lm= 4.47713 0.00439275 -1.38747e-18 lp= 4.47714 0.00439297 -0.78072 r- 0.0392737 Found lorentz at 34 4.49446 lm= 4.49444 0.00301494 -1.97989e-18 lp= 4.49445 0.00301507 -0.772633 r- 0.0269458 Found lorentz at 35 4.47119 lm= 4.47116 0.00334278 -1.77551e-18 lp= 4.47118 0.00334295 -0.770428 r- 0.0302857 Found lorentz at 36 4.54708 lm= 4.54707 0.00286292 -2.07648e-18 lp= 4.54708 0.002863 -0.77104 r- 0.0256394 Found lorentz at 37 4.9228 lm= 4.92255 0.00883629 -6.8759e-19 lp= 4.92268 0.00884255 -0.779865 r- 0.076561 Found lorentz at 38 4.7826 lm= 4.78258 0.00362219 -1.66463e-18 lp= 4.78259 0.00362236 -0.77653 r- 0.031492 Found lorentz at 39 4.87151 lm= 4.87148 0.0038025 -1.56845e-18 lp= 4.8715 0.00380275 -0.772307 r- 0.0332413 Found lorentz at 59 2.94795 lm= 2.94764 0.024399 -3.16111e-19 lp= 2.9478 0.0244024 -0.878314 r- 0.926147 Found lorentz at 60 4.59076 lm= 4.60195 0.0833655 -1.02882e-19 lp= 4.59646 0.0846778 -0.936541 r- 0.627143 Q = 8.003636682985078 n0=0.001134879916084157 n1=0.0007412624585108318 n2=0.0003667430006370157 n3=0.0001890408353982792 n4=0.0001036721222384537 n5=1.257039410811909e-05 n6=1.46905148212288e-05 n7=5.231233563665966e-05 n8=6.119546144146511e-06 n9=0.0009821424437292108 n10=0.1037777491292069 n11=0.0001474131604371252 n12=0.0001372291759998213 n13=0.0001283637473207511 n14=0.0001229200814774262 n15=0.0001214137568997948 n16=0.0001315784938176469 n17=0.08637959454344768 n18=0.0775026552865533 n19=0.5506157115997123 n20=1.361123151687205e-05 n21=0.07637826962000677 n22=3.008854174708381e-05 n23=3.619800778617076e-05 n24=3.14730405595628e-05 n25=3.505560062724904e-05 n26=7.759693644014287e-06 n27=1.672079980079032e-05 n28=8.339424912126332e-06 n29=2.880198102508367e-05 n30=1.223689257940166e-05 n31=1.443829770594129e-05 n32=1.085598614439539e-05 n33=1.324402020561203e-05 n34=1.045846765727969e-05 n35=1.935105080328533e-05 n36=5.059363633152032e-06 n37=6.275297685168178e-06 n38=5.991884429743072e-06 n39=1.128865090368947e-05 n40=8.998172202669163e-06 n41=6.47901022544497e-06 n42=3.738690441249075e-06 n43=4.403761475028371e-06 n44=4.610878825997101e-06 n45=5.806627430548123e-06 n46=6.435377346659928e-06 n47=5.243174912741934e-06 n48=3.001862635113381e-06 n49=3.595051729205534e-06 n50=1.850994371038681e-06 n51=2.139979199681562e-06 n52=1.857060170831636e-06 n53=5.982920487179412e-07 n54=1.89647350230137e-07 n55=1.031225262364198e-06 n56=1.829744284656594e-06 n57=8.542040771983672e-06 n58=0.0001040973528102379 n59=0.03074859516295192 n60=0.01637546676702695 n61=0.00702761198081468 n62=0.01216957551804238 n63=0.008617797444854788 n64=0.0003979998623204954 n65=0.001380440459782033 n66=0.0005207121442591157 n67=0.0002308417742606799 n68=0.001507898169883423 n69=0.001990287729116978 n70=0.001788087428334713 n71=0.002062798023774274 n72=0.002751835381641947 n73=0.0003410604335402009 n74=0.001689512704702916 n75=0.00149965066069971 n76=0.0001400271378411581 n77=0.0002295755773760024 n78=0.0002688427990779792 n79=0.001208186643079031 n80=0.000332540629473515 n81=0.000296558776185181 n82=0.0001706125063247572 n83=0.0001235373589747629 n84=0.0002387083815678005 n85=1.96955995286608e-05 n86=0.0004166965181855691 n87=1.285870921024837e-05 n88=0.0001292294630155912 n89=0.0006621715242313711 n90=8.21973738524751e-05 n91=0.000102421179634776 n92=0.0003179012997155568 n93=2.523984113151803e-05 n94=6.485908500316791e-05 n95=0.0004585350975057964 n96=0.00211417489597608 n97=0.0003490326466866438 n98=0.0002145169955865188 n99=0.0001925586967655023 n100=0.0001361325689497002 n101=0.0001075269857442024 n102=6.397595786838847e-05 n103=2.22359502039149e-05 n104=8.806120882558163e-05 n105=0.0001319544700413639 n106=1.051664346963045e-05 n107=4.075037019025228e-05 n108=3.704425926894904e-05 n109=1.495369560442716e-05 n110=4.335822654351049e-06 n111=1.172751262107267e-05 n112=1.64162740663328e-05 n113=2.133496260146037e-06 n114=3.761078747164216e-06 n115=0.0004995939844990293 Q is here equal to 8.003636682985078 17.) nd: 6.098805765711695 Norm of Spectral functions:  0: 0.9996  1: 0.9995  2: 0.9996  3: 0.9995  4: 1.0022  5: 1.0061  6: 1.0070  7: 1.0068  8: 0.9981  9: 1.0003 10: 0.9997 11: 1.0001 12: 1.0003 13: 0.9981 14: 0.9962 15: 1.0002 16: 0.9970 17: 0.9999 18: 1.0013 19: 0.9992 20: 1.0038 21: 1.0012 22: 1.0013 23: 1.0038 24: 0.9938 25: 1.0040 26: 0.9984 27: 0.9934 28: 1.0082 29: 0.9920 30: 1.0244 31: 1.0041 32: 1.0128 33: 1.0255 34: 0.9698 35: 1.0225 36: 0.9972 37: 1.0082 38: 0.9686 39: 1.0043 40: 0.3350 41: 0.9808 42: 1.4616 43: 0.4610 44: 0.4039 45: 0.3511 46: 0.3876 47: 0.6062 48: 0.3487 49: 0.6706 50: 0.3743 51: 0.7371 52: 1.5921 53: 0.5023 54: 0.4985 55: 0.4948 56: 0.3807 57: 1.4714 58: 1.0002 59: 0.9995 60: 1.0140 61: 1.0168 62: 1.0508 63: 1.0221 64: 0.9792 65: 1.0041 66: 1.0151 67: 0.9853 68: 1.0104 69: 1.0060 70: 1.0076 71: 0.9841 72: 1.0208 73: 1.0096 74: 0.9941 75: 0.9582 76: 1.0095 77: 0.9696 78: 1.0361 79: 0.9832 80: 0.9983 81: 0.9911 82: 0.9841 83: 0.9673 84: 0.9942 85: 1.1239 86: 1.0355 87: 0.8882 88: 1.0087 89: 0.9947 90: 0.9716 91: 0.9946 92: 1.0004 93: 1.0044 94: 1.0585 95: 1.0048 96: 1.0697 97: 0.8002 98: 1.0822 99: 0.8117 100: 0.9409 101: 0.9612 102: 0.9209 103: 0.8023 104: 0.9893 105: 1.1582 106: 0.9477 107: 1.0070 108: 1.0590 109: 0.9444 110: 1.0793 111: 0.9940 112: 1.0111 113: 1.2824 114: 1.1676 115: 0.2777  0: 4.3237  1: 1.7751 17.) SelfConsistentStep 17.) Difference between steps: 0.1163 18.) DeterminSpectralFunctions ; lambda = -147.5855602943155 -1.664092305698659 Found lorentz at 10 0.404701 lm= 0.404701 8.25647e-21 -0.825647 lp= 0.404701 8.25647e-21 -0.825647 r- 7.5026e-22 Found lorentz at 11 1.00695 lm= 1.00695 2.17395e-05 -3.04533e-16 lp= 1.00695 2.17395e-05 -0.813658 r- 0.000890608 Found lorentz at 12 1.52511 lm= 1.52511 4.13357e-05 -1.54733e-16 lp= 1.52511 4.13357e-05 -0.799749 r- 0.00172286 Found lorentz at 13 1.89034 lm= 1.89034 1.57451e-05 -3.88983e-16 lp= 1.89034 1.57451e-05 -0.782597 r- 0.000670636 Found lorentz at 14 2.15768 lm= 2.15768 0.00012615 -4.6006e-17 lp= 2.15768 0.00012615 -0.761816 r- 0.00551968 Found lorentz at 15 2.35402 lm= 2.35402 0.00030635 -1.79294e-17 lp= 2.35402 0.00030635 -0.741126 r- 0.0137786 Found lorentz at 16 2.33022 lm= 2.33022 0.000262782 -2.09569e-17 lp= 2.33022 0.000262783 -0.742099 r- 0.0118036 Found lorentz at 17 2.20631 lm= 2.20631 7.96239e-21 -0.796239 lp= 2.20631 7.96239e-21 -0.796239 r- 2.47731e-19 Found lorentz at 18 2.9648 lm= 2.9648 9.57938e-06 -6.49927e-16 lp= 2.9648 9.57938e-06 -0.789043 r- 0.000404683 Found lorentz at 19 2.89194 lm= 2.89194 1.44726e-20 -0.440031 lp= 2.89194 1.44726e-20 -0.798023 r- 6.04521e-19 Found lorentz at 20 3.62906 lm= 3.62868 0.00925469 -6.9655e-19 lp= 3.62887 0.00926817 -0.803728 r- 0.384543 Found lorentz at 21 3.38083 lm= 3.38083 5.61482e-06 -1.16942e-15 lp= 3.38083 5.61482e-06 -0.810312 r- 0.000230974 Found lorentz at 22 3.5229 lm= 3.5229 0.000119117 -5.38248e-17 lp= 3.5229 0.000119117 -0.800715 r- 0.00495878 Found lorentz at 23 3.61141 lm= 3.6113 0.00429762 -1.44309e-18 lp= 3.61135 0.00429997 -0.787826 r- 0.181963 Found lorentz at 24 3.68757 lm= 3.68755 0.00180897 -3.44838e-18 lp= 3.68756 0.00180924 -0.789896 r- 0.0763528 Found lorentz at 26 4.14441 lm= 4.14444 0.00588534 -1.16555e-18 lp= 4.14443 0.00588548 -0.828244 r- 0.0353932 Found lorentz at 27 4.12279 lm= 4.12278 0.00255122 -2.46307e-18 lp= 4.12279 0.00255122 -0.792707 r- 0.0160299 Found lorentz at 28 4.22108 lm= 4.22107 0.0016002 -3.74164e-18 lp= 4.22108 0.00160025 -0.773797 r- 0.0145854 Found lorentz at 29 4.12638 lm= 4.12637 0.00254785 -2.32564e-18 lp= 4.12637 0.00254786 -0.769768 r- 0.0164858 Found lorentz at 30 4.39659 lm= 4.39657 0.0026178 -2.22076e-18 lp= 4.39658 0.002618 -0.762504 r- 0.0239645 Found lorentz at 31 4.49968 lm= 4.49967 0.00263505 -2.25499e-18 lp= 4.49967 0.00263514 -0.770864 r- 0.0236043 Found lorentz at 32 4.54382 lm= 4.54379 0.00511787 -1.19686e-18 lp= 4.54381 0.00511804 -0.782666 r- 0.0451536 Found lorentz at 33 4.54 lm= 4.53994 0.00462948 -1.2587e-18 lp= 4.53997 0.00463003 -0.76342 r- 0.041879 Found lorentz at 34 4.5582 lm= 4.55818 0.00325684 -1.83477e-18 lp= 4.55819 0.00325698 -0.773041 r- 0.0290924 Found lorentz at 35 4.53765 lm= 4.53761 0.00367796 -1.53947e-18 lp= 4.53763 0.0036784 -0.752535 r- 0.0337526 Found lorentz at 36 4.61146 lm= 4.61144 0.00305472 -1.94893e-18 lp= 4.61145 0.0030548 -0.771599 r- 0.0273372 Found lorentz at 38 4.84633 lm= 4.84631 0.00389114 -1.55115e-18 lp= 4.84632 0.00389128 -0.77692 r- 0.0338129 Found lorentz at 59 3.04145 lm= 3.04058 0.0234375 -3.0486e-19 lp= 3.04101 0.0234663 -0.846034 r- 0.924888 Found lorentz at 60 4.68124 lm= 4.68835 0.0681971 -9.8542e-20 lp= 4.68483 0.0688454 -0.825345 r- 0.571163 Q = 7.999999999999997 n0=0.001062594404471045 n1=0.0006036849341876239 n2=0.0002816523304506242 n3=0.0001363706671533968 n4=7.606417405033928e-05 n5=1.37670875391607e-05 n6=1.028409306411746e-05 n7=5.152644383346704e-05 n8=6.640999594192933e-06 n9=0.001213177109447354 n10=0.1032923532465837 n11=0.0001356476963882892 n12=0.000124834935509609 n13=0.0001156948233354322 n14=0.0001106389372987334 n15=0.0001089921584968803 n16=0.0001178789429412039 n17=0.09954512687678857 n18=1.903008821288601e-05 n19=0.7151329895499876 n20=1.283700508779284e-05 n21=2.245748402869132e-05 n22=2.847714471644485e-05 n23=3.447433857028975e-05 n24=2.981041166897053e-05 n25=3.317131434684514e-05 n26=7.255746539812054e-06 n27=1.56955882057848e-05 n28=7.765221449662719e-06 n29=2.73970281706619e-05 n30=1.161544171237844e-05 n31=1.385591605770987e-05 n32=1.030744817392924e-05 n33=1.234012388991528e-05 n34=9.755384948095134e-06 n35=1.860239699427372e-05 n36=4.855730576498774e-06 n37=5.999991525333898e-06 n38=5.729782245426419e-06 n39=1.070523377437151e-05 n40=8.494819613419965e-06 n41=6.187004121576829e-06 n42=3.49764096100571e-06 n43=4.192129437045597e-06 n44=4.355004889460928e-06 n45=5.531210178333232e-06 n46=6.17070992340174e-06 n47=4.961032101476879e-06 n48=2.860225529131903e-06 n49=3.449231346202833e-06 n50=1.770622088841847e-06 n51=2.093934677826192e-06 n52=1.785024650862849e-06 n53=5.793145700322832e-07 n54=1.917850866150091e-07 n55=1.004935415798804e-06 n56=1.777098219020536e-06 n57=8.329395049305571e-06 n58=0.0001044616005235716 n59=0.02017956579150661 n60=0.01488704131506251 n61=0.00491496899805907 n62=0.008661149323574422 n63=0.005420229259726426 n64=0.0005975563168373844 n65=0.00114970421623144 n66=0.0005314759791772099 n67=0.0003367498256954528 n68=0.001065998031620355 n69=0.001637250963524385 n70=0.001739977668737217 n71=0.001454414763065546 n72=0.001894140344640241 n73=0.0002111860307612979 n74=0.001028149701258962 n75=0.002260703971820386 n76=0.0001983445708414584 n77=0.0001917694420210326 n78=0.0003153682063628249 n79=0.001167890206398522 n80=0.0004458615101167741 n81=0.0002250809442912353 n82=0.000252131353691224 n83=0.0001045200043008048 n84=0.000360610168411522 n85=2.877667636886309e-05 n86=0.0004156923215118315 n87=1.941405812011019e-05 n88=0.000109537361427822 n89=0.0004918268368202008 n90=0.00010123450516568 n91=0.0001075060897948555 n92=0.0003439458081720196 n93=3.046533822176982e-05 n94=9.768274366706878e-05 n95=0.0004877367714862071 n96=0.002079178776426344 n97=0.0003162026467977453 n98=0.0001942552343408455 n99=0.000174895368693308 n100=0.0001235635717033419 n101=9.819200546793868e-05 n102=5.867265991349995e-05 n103=2.045542412890765e-05 n104=8.189909529572422e-05 n105=0.0001241789201517225 n106=1.002792328959336e-05 n107=3.78566720742813e-05 n108=3.544548622194425e-05 n109=1.395146197547511e-05 n110=4.020164935171293e-06 n111=1.115745928881766e-05 n112=1.532588141531667e-05 n113=2.018973304017418e-06 n114=3.498252317189469e-06 n115=0.0004757956533686739 Q is here equal to 7.999999999999997 18.) nd: 6.075691899660492 Norm of Spectral functions:  0: 0.9993  1: 0.9995  2: 0.9997  3: 0.9996  4: 1.0028  5: 1.0063  6: 1.0066  7: 1.0062  8: 0.9985  9: 1.0004 10: 0.9992 11: 0.9989 12: 0.9995 13: 0.9998 14: 0.9991 15: 0.9939 16: 0.9968 17: 0.9993 18: 1.0000 19: 0.9989 20: 1.0017 21: 0.9997 22: 0.9953 23: 0.9987 24: 1.0025 25: 1.0101 26: 1.0022 27: 1.0029 28: 0.9825 29: 1.0041 30: 0.9934 31: 0.9785 32: 0.9963 33: 0.9929 34: 0.9994 35: 0.9916 36: 1.0144 37: 0.3992 38: 0.9981 39: 2.5108 40: 2.0352 41: 0.3165 42: 0.3247 43: 1.3637 44: 0.5683 45: 5.5246 46: 1.0088 47: 0.5249 48: 3.6339 49: 0.8265 50: 2.2606 51: 0.6801 52: 0.5478 53: 0.5924 54: 0.3170 55: 2.0769 56: 0.9078 57: 0.9159 58: 0.9994 59: 1.0006 60: 0.9827 61: 1.0135 62: 0.9656 63: 0.9917 64: 0.8102 65: 0.9724 66: 0.9654 67: 1.0023 68: 0.9954 69: 0.9847 70: 1.0013 71: 0.9923 72: 0.9943 73: 0.9902 74: 0.9936 75: 1.0950 76: 1.0054 77: 1.0093 78: 0.9833 79: 1.0217 80: 1.0173 81: 0.9919 82: 1.0213 83: 1.0540 84: 1.0299 85: 0.9107 86: 0.9754 87: 1.1455 88: 0.9871 89: 0.9971 90: 1.0229 91: 0.9894 92: 0.9937 93: 0.9932 94: 0.9575 95: 0.9839 96: 0.8601 97: 2.6255 98: 0.7445 99: 1.2129 100: 1.0503 101: 1.0638 102: 0.9057 103: 0.9742 104: 0.9797 105: 1.0524 106: 0.9838 107: 1.0536 108: 1.0225 109: 0.8009 110: 1.2635 111: 1.3951 112: 1.4218 113: 1.6602 114: 0.5892 115: 18.0784  0: 4.3823  1: 1.6933 18.) SelfConsistentStep 18.) Difference between steps: 1.58 19.) DeterminSpectralFunctions ; lambda = -147.6333346236092 -1.71186663499239 Found lorentz at 10 0.461544 lm= 0.461544 8.26736e-21 -0.826736 lp= 0.461544 8.26736e-21 -0.826736 r- 5.13601e-22 Found lorentz at 11 1.06484 lm= 1.06484 4.89927e-06 -1.3511e-15 lp= 1.06484 4.89927e-06 -0.813597 r- 0.000200724 Found lorentz at 12 1.58551 lm= 1.58551 3.98164e-05 -1.61173e-16 lp= 1.58551 3.98164e-05 -0.801082 r- 0.00165677 Found lorentz at 13 1.95164 lm= 1.95164 1.06706e-05 -5.75478e-16 lp= 1.95164 1.06706e-05 -0.783627 r- 0.000453899 Found lorentz at 14 2.21989 lm= 2.21989 9.70768e-05 -5.99691e-17 lp= 2.21989 9.70768e-05 -0.762995 r- 0.00424104 Found lorentz at 15 2.41749 lm= 2.41749 0.000242696 -2.2694e-17 lp= 2.41749 0.000242696 -0.742142 r- 0.0109007 Found lorentz at 16 2.41959 lm= 2.41959 0.000231111 -2.38409e-17 lp= 2.41959 0.000231111 -0.742286 r- 0.0103783 Found lorentz at 17 2.26011 lm= 2.26011 7.96455e-21 -0.796455 lp= 2.26011 7.96455e-21 -0.796455 r- 1.61238e-19 Found lorentz at 18 3.02451 lm= 3.02451 1.55137e-05 -4.01312e-16 lp= 3.02451 1.55137e-05 -0.78904 r- 0.000655384 Found lorentz at 19 2.95 lm= 2.95 1.07412e-20 -0.597547 lp= 2.95 1.07412e-20 -0.801148 r- 4.4691e-19 Found lorentz at 20 3.6937 lm= 3.69323 0.00921794 -6.79939e-19 lp= 3.69346 0.00923943 -0.793003 r- 0.388632 Found lorentz at 21 3.45087 lm= 3.45087 1.07621e-05 -6.12611e-16 lp= 3.45087 1.07621e-05 -0.811973 r- 0.00044181 Found lorentz at 22 3.59072 lm= 3.59072 0.000182625 -3.52033e-17 lp= 3.59072 0.000182627 -0.801817 r- 0.00759224 Found lorentz at 23 3.6741 lm= 3.67397 0.00434136 -1.40873e-18 lp= 3.67404 0.00434511 -0.78252 r- 0.185137 Found lorentz at 24 3.75476 lm= 3.75472 0.0022776 -2.76561e-18 lp= 3.75474 0.00227803 -0.793766 r- 0.0956686 Found lorentz at 26 4.21983 lm= 4.2198 0.00540361 -1.23801e-18 lp= 4.21982 0.00540375 -0.817924 r- 0.0465953 Found lorentz at 27 4.19864 lm= 4.19864 0.00257707 -2.48978e-18 lp= 4.19864 0.00257707 -0.80102 r- 0.0160242 Found lorentz at 28 4.29384 lm= 4.29383 0.00186162 -3.29095e-18 lp= 4.29384 0.00186166 -0.78273 r- 0.0167744 Found lorentz at 29 4.20656 lm= 4.20654 0.00265158 -2.16264e-18 lp= 4.20655 0.00265167 -0.757277 r- 0.0246959 Found lorentz at 30 4.47067 lm= 4.47065 0.00291553 -2.04675e-18 lp= 4.47066 0.00291568 -0.772515 r- 0.0263434 Found lorentz at 31 4.57765 lm= 4.57764 0.00289217 -2.10745e-18 lp= 4.57764 0.00289226 -0.780728 r- 0.0255801 Found lorentz at 32 4.61592 lm= 4.61589 0.00528176 -1.18199e-18 lp= 4.61591 0.00528183 -0.790134 r- 0.0461579 Found lorentz at 33 4.61619 lm= 4.61614 0.00500698 -1.19307e-18 lp= 4.61616 0.00500739 -0.772941 r- 0.0447337 Found lorentz at 34 4.63224 lm= 4.63221 0.00341071 -1.7144e-18 lp= 4.63223 0.00341096 -0.764717 r- 0.0304595 Found lorentz at 35 4.61351 lm= 4.61347 0.00405737 -1.43567e-18 lp= 4.61349 0.00405772 -0.763266 r- 0.0367095 Found lorentz at 36 4.68665 lm= 4.68663 0.00325691 -1.78969e-18 lp= 4.68664 0.00325704 -0.763491 r- 0.0291314 Found lorentz at 38 4.92257 lm= 4.92255 0.00412515 -1.49692e-18 lp= 4.92256 0.00412526 -0.785827 r- 0.0354396 Found lorentz at 59 2.98969 lm= 2.98987 0.0234191 -3.19676e-19 lp= 2.98978 0.0234204 -0.865282 r- 0.902241 Found lorentz at 60 4.14583 lm= 4.13145 0.0649386 -1.12818e-19 lp= 4.13829 0.0677031 -0.882084 r- 0.387033 Found lorentz at 61 4.10282 lm= 4.10252 0.0258867 -2.72269e-19 lp= 4.10267 0.0258898 -0.839603 r- 0.15359 Found lorentz at 62 4.19129 lm= 4.19104 0.0247291 -2.75851e-19 lp= 4.19116 0.0247312 -0.825977 r- 0.149136 Found lorentz at 63 4.04674 lm= 4.04733 0.0201062 -3.32221e-19 lp= 4.04704 0.0201212 -0.81773 r- 0.122583 Found lorentz at 64 4.01305 lm= 4.01301 0.00739472 -9.78678e-19 lp= 4.01303 0.00739483 -0.850718 r- 0.0432951 Found lorentz at 65 4.21171 lm= 4.21455 0.0452017 -2.03148e-19 lp= 4.21314 0.045358 -0.960629 r- 0.333337 Found lorentz at 66 4.30953 lm= 4.30791 0.0301772 -2.53753e-19 lp= 4.30872 0.0302529 -0.876642 r- 0.243563 Found lorentz at 67 4.29372 lm= 4.29326 0.0121951 -5.58667e-19 lp= 4.29349 0.0122099 -0.826123 r- 0.104273 Found lorentz at 68 4.42291 lm= 4.42331 0.0271902 -2.71073e-19 lp= 4.42311 0.0271953 -0.858634 r- 0.221077 Found lorentz at 69 4.75353 lm= 4.75617 0.0550179 -1.77453e-19 lp= 4.75486 0.055129 -0.98951 r- 0.38067 Found lorentz at 72 4.73375 lm= 4.73239 0.0364904 -1.95962e-19 lp= 4.73307 0.0365344 -0.846348 r- 0.294876 Found lorentz at 73 4.81541 lm= 4.81619 0.0163715 -3.9935e-19 lp= 4.8158 0.0164037 -0.809712 r- 0.136841 Found lorentz at 75 4.8042 lm= 4.80394 0.00742896 -8.7938e-19 lp= 4.80407 0.00743718 -0.808901 r- 0.0620886 Q = 8.004834708203981 n0=0.001090871421508696 n1=0.0005292487262801845 n2=0.0002093832454531064 n3=0.0001043104070061455 n4=5.501872418638201e-05 n5=8.824561513510936e-06 n6=7.696464477431303e-06 n7=4.631038848706975e-05 n8=5.456745627193271e-06 n9=0.001383771247479318 n10=0.1033563014284955 n11=0.000116970539007179 n12=0.0001061303926304641 n13=9.797940704951274e-05 n14=9.247713808183067e-05 n15=9.031988469959645e-05 n16=9.7318097380912e-05 n17=0.09951056170286394 n18=1.702897774570294e-05 n19=0.7070566739669804 n20=1.128096324418147e-05 n21=2.012951136780726e-05 n22=2.583062105574674e-05 n23=3.179616330712388e-05 n24=2.730321885329127e-05 n25=2.993697968869499e-05 n26=6.398900324375817e-06 n27=1.429650696709923e-05 n28=6.870060929180347e-06 n29=2.49979345359056e-05 n30=1.028623884514025e-05 n31=1.221182779855878e-05 n32=9.392532876035758e-06 n33=1.088970165141894e-05 n34=8.379898379141619e-06 n35=1.678076173750129e-05 n36=4.307656752579448e-06 n37=5.400801051261826e-06 n38=5.124127598915893e-06 n39=9.412860199291301e-06 n40=7.404411715414445e-06 n41=5.534761349636324e-06 n42=3.077373085063176e-06 n43=3.916436754555826e-06 n44=3.885216351408171e-06 n45=5.026312649281356e-06 n46=5.558520707003376e-06 n47=4.61701252658491e-06 n48=2.614840392325899e-06 n49=3.113528703986142e-06 n50=1.612300535661561e-06 n51=1.947435045205957e-06 n52=1.688308980746429e-06 n53=5.543018959203939e-07 n54=1.981806447020346e-07 n55=9.449767949232851e-07 n56=1.696594927880379e-06 n57=7.895453556168747e-06 n58=0.0001054074558256117 n59=0.0152153714638256 n60=0.01664603906494008 n61=0.005105799282596058 n62=0.009568001974729937 n63=0.005770940579169724 n64=0.001394759271077839 n65=0.001806701361048577 n66=0.0009668811806237852 n67=0.0007413568119261048 n68=0.001192991032052327 n69=0.001981156926968414 n70=0.002433093799448903 n71=0.00159452932491493 n72=0.002091526010004292 n73=0.0002043422639727444 n74=0.001002089380574833 n75=0.004958738044506815 n76=0.0004075043726564871 n77=0.0001850204441273524 n78=0.0005594229838640258 n79=0.001651168888812829 n80=0.0008950294178596211 n81=0.0002630301973647743 n82=0.000535451270591866 n83=0.0001376852512541758 n84=0.0007694758811849021 n85=6.004871080224891e-05 n86=0.0005640492631571795 n87=4.174525417158575e-05 n88=0.0001339133064782682 n89=0.0005519230167375161 n90=0.0001638892322009686 n91=0.0001541774265530294 n92=0.0005091758806753456 n93=5.215791224818967e-05 n94=0.000201861105122885 n95=0.0007301873770153196 n96=0.002760848949490486 n97=0.000265200217499457 n98=0.0001611115668768875 n99=0.0001462844352451975 n100=0.0001022277014875986 n101=8.176720142748581e-05 n102=4.908282715000654e-05 n103=1.716365277950396e-05 n104=7.329248788926873e-05 n105=0.0001130793788249369 n106=8.802745769396194e-06 n107=3.429539873604381e-05 n108=3.091944651276691e-05 n109=1.249365308722955e-05 n110=3.655209200938068e-06 n111=9.850881972681066e-06 n112=1.368289521902885e-05 n113=1.793773620802938e-06 n114=3.199669291697975e-06 n115=0.000429638786099585 Q is here equal to 8.004834708203981 19.) nd: 6.083676275840107 Norm of Spectral functions:  0: 0.9985  1: 0.9993  2: 0.9997  3: 0.9995  4: 1.0035  5: 1.0067  6: 1.0054  7: 1.0049  8: 0.9986  9: 1.0002 10: 0.9993 11: 0.9992 12: 0.9995 13: 0.9998 14: 0.9995 15: 0.9961 16: 0.9968 17: 0.9988 18: 0.9999 19: 1.0013 20: 0.9995 21: 1.0006 22: 0.9984 23: 0.9896 24: 1.0132 25: 1.0268 26: 0.9864 27: 1.0152 28: 1.0038 29: 0.9618 30: 1.0223 31: 1.0036 32: 1.0124 33: 1.0239 34: 0.9851 35: 1.0238 36: 0.9953 37: 1.8066 38: 1.0140 39: 0.3138 40: 0.3523 41: 4.4614 42: 5.3964 43: 0.4416 44: 0.5136 45: 0.3600 46: 0.3794 47: 0.9788 48: 0.3553 49: 0.9209 50: 0.3869 51: 0.5088 52: 0.7429 53: 0.7591 54: 5.2129 55: 0.4831 56: 0.4200 57: 1.0207 58: 1.0015 59: 0.9999 60: 0.9811 61: 0.9905 62: 0.9968 63: 0.9982 64: 0.9682 65: 0.9740 66: 0.9976 67: 0.9886 68: 0.9870 69: 1.0186 70: 1.0126 71: 1.0929 72: 0.9925 73: 0.9946 74: 1.1700 75: 0.9463 76: 0.3886 77: 0.6185 78: 2.7809 79: 0.7336 80: 0.4976 81: 1.6388 82: 1.0112 83: 0.7871 84: 0.6046 85: 0.3653 86: 1.1181 87: 0.6225 88: 1.3447 89: 1.1105 90: 0.9245 91: 1.2864 92: 0.9162 93: 0.6683 94: 0.6440 95: 1.0351 96: 0.5761 97: 0.9961 98: 0.7015 99: 1.3158 100: 1.0939 101: 1.0892 102: 0.9605 103: 1.1603 104: 0.9735 105: 0.9612 106: 1.0193 107: 1.0540 108: 1.0016 109: 0.8077 110: 1.2126 111: 1.3881 112: 1.3956 113: 1.3567 114: 0.5165 115: 1.3336  0: 4.3814  1: 1.7022 19.) SelfConsistentStep 19.) Difference between steps: 0.679 20.) DeterminSpectralFunctions ; lambda = -147.7611205655991 -1.839652576982331 Found lorentz at 10 0.543028 lm= 0.543028 8.13398e-21 -0.813398 lp= 0.543028 8.13398e-21 -0.813398 r- 1.39137e-22 Found lorentz at 11 1.11362 lm= 1.11362 7.94244e-21 -0.794244 lp= 1.11362 7.94244e-21 -0.794244 r- 8.95e-21 Found lorentz at 12 1.62838 lm= 1.62838 3.00844e-05 -2.01171e-16 lp= 1.62838 3.00844e-05 -0.777954 r- 0.00128904 Found lorentz at 13 1.98474 lm= 1.98474 6.27477e-06 -9.14712e-16 lp= 1.98474 6.27477e-06 -0.757602 r- 0.00027608 Found lorentz at 14 2.25939 lm= 2.25939 6.5556e-05 -8.27366e-17 lp= 2.25939 6.5556e-05 -0.73647 r- 0.00296713 Found lorentz at 15 2.47698 lm= 2.47698 0.000183721 -2.76072e-17 lp= 2.47698 0.000183721 -0.712182 r- 0.00859898 Found lorentz at 16 2.43613 lm= 2.43613 0.000142447 -3.56816e-17 lp= 2.43613 0.000142447 -0.712934 r- 0.00666014 Found lorentz at 17 2.30675 lm= 2.30675 7.68488e-21 -0.768488 lp= 2.30675 7.68488e-21 -0.768488 r- 1.09555e-19 Found lorentz at 18 3.0407 lm= 3.0407 1.0775e-05 -5.12732e-16 lp= 3.0407 1.0775e-05 -0.743283 r- 0.000483217 Found lorentz at 19 2.95 lm= 2.95 7.49666e-21 -0.749666 lp= 2.95 7.49666e-21 -0.749666 r- 2.68146e-19 Found lorentz at 20 3.67939 lm= 3.67905 0.0063149 -8.07718e-19 lp= 3.67922 0.00633127 -0.715512 r- 0.295172 Found lorentz at 21 3.43 lm= 3.43 4.84592e-06 -1.15792e-15 lp= 3.43 4.84592e-06 -0.749078 r- 0.000215639 Found lorentz at 22 3.58389 lm= 3.58389 8.83432e-05 -6.10592e-17 lp= 3.58389 8.83434e-05 -0.734451 r- 0.0040095 Found lorentz at 23 3.69134 lm= 3.69121 0.00390113 -1.29238e-18 lp= 3.69127 0.00390491 -0.710543 r- 0.18324 Found lorentz at 24 3.725 lm= 3.72498 0.00130061 -3.89244e-18 lp= 3.72499 0.00130089 -0.711626 r- 0.060939 Found lorentz at 26 4.19141 lm= 4.1914 0.00627097 -8.612e-19 lp= 4.1914 0.00627101 -0.734888 r- 0.0425022 Found lorentz at 27 4.16554 lm= 4.1655 0.00376143 -1.3102e-18 lp= 4.16552 0.00376172 -0.702053 r- 0.0266883 Found lorentz at 28 4.26025 lm= 4.26015 0.00515149 -8.59321e-19 lp= 4.2602 0.00515319 -0.665498 r- 0.0546169 Found lorentz at 29 4.17266 lm= 4.17252 0.00631538 -7.12801e-19 lp= 4.17259 0.00631807 -0.671144 r- 0.0468938 Found lorentz at 30 4.36294 lm= 4.36274 0.00706544 -5.46835e-19 lp= 4.36284 0.00707036 -0.62189 r- 0.0793683 Found lorentz at 31 4.51455 lm= 4.51401 0.0104885 -3.39041e-19 lp= 4.51428 0.0105122 -0.597289 r- 0.121605 Found lorentz at 32 4.53796 lm= 4.5374 0.0119718 -2.92853e-19 lp= 4.53768 0.0119946 -0.592917 r- 0.139761 Found lorentz at 33 4.49668 lm= 4.49601 0.0103765 -2.91033e-19 lp= 4.49634 0.0104142 -0.550963 r- 0.130652 Found lorentz at 34 4.5163 lm= 4.51514 0.0130703 -2.18057e-19 lp= 4.51571 0.0131615 -0.536524 r- 0.169725 Found lorentz at 35 4.56521 lm= 4.56446 0.0133274 -2.4691e-19 lp= 4.56484 0.0133643 -0.57478 r- 0.160676 Found lorentz at 36 4.60075 lm= 4.6004 0.0102563 -3.74769e-19 lp= 4.60057 0.0102669 -0.620436 r- 0.114296 Found lorentz at 38 4.80199 lm= 4.78597 0.039371 -1.05552e-19 lp= 4.79265 0.0449356 -0.710908 r- 0.445162 Found lorentz at 59 3.13129 lm= 3.13072 0.026213 -3.03403e-19 lp= 3.131 0.0262239 -0.892067 r- 0.980011 Found lorentz at 60 4.48571 lm= 4.49533 0.134145 -1.05962e-19 lp= 4.49055 0.134748 -1.19607 r- 0.787335 Found lorentz at 61 4.61489 lm= 4.60908 0.0513578 -1.44353e-19 lp= 4.61195 0.0519329 -0.867919 r- 0.414494 Found lorentz at 62 4.70299 lm= 4.6998 0.0498008 -1.34943e-19 lp= 4.70139 0.0499789 -0.821867 r- 0.415688 Found lorentz at 63 4.668 lm= 4.66603 0.0334652 -2.10144e-19 lp= 4.66701 0.0335671 -0.840425 r- 0.27298 Found lorentz at 64 4.80446 lm= 4.82862 0.0642285 -1.48624e-19 lp= 4.81825 0.0720077 -1.06283 r- 0.474152 Found lorentz at 65 4.92409 lm= 4.9243 0.0154248 -4.54736e-19 lp= 4.9242 0.0154274 -0.837609 r- 0.124347 Q = 8.021435625949662 n0=0.001080065890844039 n1=0.0004747531553858083 n2=0.0001649463440135976 n3=8.328201285010511e-05 n4=4.165684740491686e-05 n5=5.804680709081246e-06 n6=6.040490230925691e-06 n7=4.255198138853642e-05 n8=4.693794734109902e-06 n9=0.001456073907488699 n10=0.1014724223033485 n11=0.297147885286294 n12=9.110058314168741e-05 n13=8.287919984614421e-05 n14=7.650185567592151e-05 n15=7.330842813639164e-05 n16=7.985983792639213e-05 n17=0.09581729216119064 n18=1.593929070450887e-05 n19=0.4354654092167073 n20=1.033465551130199e-05 n21=1.893738592525764e-05 n22=2.443750135441714e-05 n23=3.097328706043791e-05 n24=2.630331461168717e-05 n25=2.856445025270806e-05 n26=5.960934612213879e-06 n27=1.357924172942582e-05 n28=6.438957686190506e-06 n29=2.398790783273679e-05 n30=9.592312631687215e-06 n31=1.13896498014439e-05 n32=9.121128255774653e-06 n33=1.009890026446959e-05 n34=7.68171971938041e-06 n35=1.591652819858253e-05 n36=4.036300315013056e-06 n37=5.14071167349862e-06 n38=4.711174989057368e-06 n39=8.873800951618656e-06 n40=6.918863595107376e-06 n41=5.141568849093997e-06 n42=2.84943846894146e-06 n43=3.997037907823708e-06 n44=3.671525476154907e-06 n45=4.811716685306961e-06 n46=5.339142115647861e-06 n47=4.746473390141275e-06 n48=2.546224412570374e-06 n49=3.002927155923072e-06 n50=1.548292175315971e-06 n51=1.881589676825082e-06 n52=1.730873865654683e-06 n53=5.806400405361446e-07 n54=2.331651772611613e-07 n55=9.205542990468916e-07 n56=1.738147621731369e-06 n57=7.796144414840712e-06 n58=0.0001151784126080248 n59=0.01105531452357283 n60=0.01468803960333255 n61=0.003378589903571429 n62=0.006733125322613547 n63=0.003351625304677791 n64=0.001227606544630374 n65=0.001387290704618299 n66=0.0008076689310426937 n67=0.0006601932615960288 n68=0.0007439678040040153 n69=0.001455028340328001 n70=0.00198753240397615 n71=0.001071529704870748 n72=0.001336512106181448 n73=0.0001046353821128045 n74=0.000547437684586854 n75=0.004482045251825246 n76=0.0003729795727020398 n77=9.999772685837725e-05 n78=0.0004772842860763739 n79=0.001343950865293779 n80=0.0008116538833587615 n81=0.0001824742344897779 n82=0.0004895646884661959 n83=0.0001057697934665741 n84=0.0007079264827158764 n85=5.533439266134027e-05 n86=0.0004331421127406179 n87=3.841849862397294e-05 n88=9.679636577080159e-05 n89=0.0003812521509811237 n90=0.0001372694122885579 n91=0.0001265374198831729 n92=0.000421565188437039 n93=4.508384235639295e-05 n94=0.0001877580352569286 n95=0.0006016231057571922 n96=0.002302150479729149 n97=0.000223921990696538 n98=0.0001333544301864879 n99=0.00012371354762382 n100=8.467505014261468e-05 n101=6.852391358398821e-05 n102=4.146970623852374e-05 n103=1.458926897222978e-05 n104=6.969411703906589e-05 n105=0.0001124188741974216 n106=8.391619947640395e-06 n107=3.324119452313552e-05 n108=2.90404271382362e-05 n109=1.212435738679343e-05 n110=3.585536733987841e-06 n111=9.381222602912098e-06 n112=1.316188853311655e-05 n113=1.736783918757368e-06 n114=3.140645625889743e-06 n115=0.0004439802401202638 Q is here equal to 8.021435625949662 20.) nd: 6.063937095840831 Norm of Spectral functions:  0: 0.9998  1: 0.9998  2: 0.9993  3: 0.9997  4: 1.0040  5: 1.0064  6: 1.0002  7: 0.9997  8: 0.9987  9: 1.0001 10: 0.9983 11: 1.0002 12: 1.0011 13: 1.0000 14: 1.0032 15: 0.9952 16: 1.0007 17: 1.0001 18: 0.9938 19: 0.9076 20: 0.9898 21: 0.9793 22: 0.9955 23: 1.0101 24: 1.0167 25: 1.0149 26: 1.0256 27: 1.0221 28: 0.9906 29: 1.0404 30: 0.9506 31: 0.9401 32: 0.9694 33: 0.9208 34: 0.9159 35: 0.9926 36: 1.0299 37: 0.9801 38: 1.0336 39: 1.0536 40: 0.9966 41: 1.0048 42: 1.0298 43: 0.9946 44: 1.0040 45: 0.9946 46: 0.9989 47: 0.9962 48: 1.0068 49: 0.9963 50: 0.9648 51: 0.9925 52: 0.9982 53: 1.0023 54: 0.9991 55: 1.0001 56: 0.9907 57: 1.0005 58: 0.9980 59: 0.9995 60: 1.0172 61: 0.9876 62: 0.9917 63: 0.9791 64: 0.8893 65: 1.0098 66: 1.3166 67: 2.2182 68: 1.4192 69: 1.2616 70: 0.9025 71: 1.1567 72: 0.9494 73: 1.6035 74: 1.0027 75: 0.4024 76: 0.8673 77: 1.0327 78: 1.4641 79: 0.9966 80: 1.0788 81: 0.9962 82: 1.0338 83: 0.8751 84: 0.7751 85: 0.9908 86: 1.4674 87: 0.3434 88: 1.1659 89: 1.1173 90: 0.7110 91: 1.1027 92: 0.9614 93: 0.7128 94: 0.5938 95: 0.8746 96: 1.2616 97: 0.3029 98: 1.3036 99: 0.5485 100: 0.8157 101: 0.8111 102: 1.2581 103: 0.9745 104: 0.9685 105: 0.9654 106: 1.0503 107: 1.1872 108: 1.0244 109: 0.6298 110: 1.3977 111: 1.6218 112: 1.5303 113: 0.9742 114: 0.3187 115: 0.1565  0: 4.4172  1: 1.6467 20.) SelfConsistentStep 20.) Difference between steps: 0.5741 21.) DeterminSpectralFunctions ; lambda = -147.7536595922666 -1.83219160364979 Found lorentz at 10 0.535193 lm= 0.535193 8.14516e-21 -0.814516 lp= 0.535193 8.14516e-21 -0.814516 r- 7.83505e-23 Found lorentz at 11 1.10429 lm= 1.10429 7.95404e-21 -0.795404 lp= 1.10429 7.95404e-21 -0.795404 r- 5.23294e-21 Found lorentz at 12 1.58927 lm= 1.58927 1.45226e-05 -4.17752e-16 lp= 1.58927 1.45226e-05 -0.7789 r- 0.000621501 Found lorentz at 13 1.9206 lm= 1.9206 3.8836e-06 -1.48583e-15 lp= 1.9206 3.8836e-06 -0.759631 r- 0.000170416 Found lorentz at 14 2.14367 lm= 2.14367 2.48435e-05 -2.18547e-16 lp= 2.14367 2.48435e-05 -0.73685 r- 0.00112386 Found lorentz at 15 2.31962 lm= 2.31962 5.56762e-05 -9.41107e-17 lp= 2.31962 5.56762e-05 -0.72386 r- 0.00256386 Found lorentz at 16 2.42097 lm= 2.42097 8.09965e-05 -6.37335e-17 lp= 2.42097 8.09965e-05 -0.718484 r- 0.00375775 Found lorentz at 17 2.28369 lm= 2.28369 7.70158e-21 -0.770158 lp= 2.28369 7.70158e-21 -0.770158 r- 6.15011e-20 Found lorentz at 18 2.97636 lm= 2.97636 2.4982e-06 -2.2465e-15 lp= 2.97636 2.4982e-06 -0.749147 r- 0.000111157 Found lorentz at 19 2.95 lm= 2.95 7.53698e-21 -0.753698 lp= 2.95 7.53698e-21 -0.753698 r- 1.60887e-19 Found lorentz at 20 3.59395 lm= 3.59392 0.0020387 -2.56684e-18 lp= 3.59394 0.00203914 -0.723506 r- 0.0939528 Found lorentz at 21 3.34845 lm= 3.34845 2.19733e-07 -2.57889e-14 lp= 3.34845 2.19733e-07 -0.752773 r- 9.72995e-06 Found lorentz at 22 3.50555 lm= 3.50555 1.98618e-05 -2.77207e-16 lp= 3.50555 1.98618e-05 -0.742013 r- 0.000892249 Found lorentz at 23 3.58425 lm= 3.58424 0.000861062 -5.88474e-18 lp= 3.58424 0.000861143 -0.711885 r- 0.0403233 Found lorentz at 24 3.64847 lm= 3.64847 0.000310463 -1.65404e-17 lp= 3.64847 0.000310466 -0.716605 r- 0.0144415 Found lorentz at 25 3.82606 lm= 3.82506 0.0150041 -3.43414e-19 lp= 3.82556 0.0150628 -0.719826 r- 0.698304 Found lorentz at 26 4.07492 lm= 4.07489 0.00573405 -9.27047e-19 lp= 4.0749 0.00573414 -0.729099 r- 0.0391722 Found lorentz at 27 4.02031 lm= 4.0203 0.00166184 -2.83484e-18 lp= 4.0203 0.00166193 -0.686398 r- 0.0120598 Found lorentz at 28 4.14999 lm= 4.14997 0.00213221 -2.27752e-18 lp= 4.14998 0.00213243 -0.696912 r- 0.0152406 Found lorentz at 29 4.08038 lm= 4.08034 0.00256982 -1.74046e-18 lp= 4.08036 0.00257021 -0.668853 r- 0.0191404 Found lorentz at 30 4.29276 lm= 4.2927 0.00396065 -1.14073e-18 lp= 4.29273 0.00396136 -0.672249 r- 0.0415617 Found lorentz at 31 4.43182 lm= 4.43172 0.00608129 -7.2823e-19 lp= 4.43177 0.00608289 -0.665601 r- 0.0637914 Found lorentz at 32 4.38002 lm= 4.37992 0.00634535 -6.46799e-19 lp= 4.37997 0.00634685 -0.640746 r- 0.0691409 Found lorentz at 33 4.40553 lm= 4.40539 0.00636138 -6.27152e-19 lp= 4.40546 0.00636396 -0.631811 r- 0.0703109 Found lorentz at 34 4.45729 lm= 4.4571 0.00781669 -5.20444e-19 lp= 4.45719 0.0078207 -0.638054 r- 0.0855628 Found lorentz at 35 4.4875 lm= 4.48723 0.00646029 -5.46459e-19 lp= 4.48736 0.00646989 -0.594793 r- 0.075141 Found lorentz at 36 4.50323 lm= 4.50311 0.00517005 -7.57486e-19 lp= 4.50317 0.00517282 -0.626038 r- 0.0570629 Found lorentz at 37 4.90292 lm= 4.89611 0.0362306 -1.24035e-19 lp= 4.8994 0.0373451 -0.68514 r- 0.371253 Found lorentz at 38 4.70676 lm= 4.70536 0.0148637 -2.58697e-19 lp= 4.70605 0.0149792 -0.623541 r- 0.164409 Found lorentz at 39 4.74627 lm= 4.73781 0.0375152 -8.57056e-20 lp= 4.74182 0.0391707 -0.584993 r- 0.463129 Found lorentz at 40 4.90139 lm= 4.87448 0.0735177 -5.03648e-20 lp= 4.88613 0.0819596 -0.659114 r- 0.868555 Found lorentz at 41 4.85712 lm= 4.84813 0.037166 -1.13423e-19 lp= 4.85236 0.0390509 -0.672921 r- 0.39758 Found lorentz at 42 4.84422 lm= 4.84205 0.0182645 -2.09504e-19 lp= 4.84312 0.018491 -0.624072 r- 0.200739 Found lorentz at 59 3.1927 lm= 3.19244 0.0242608 -3.06996e-19 lp= 3.19257 0.0242634 -0.86308 r- 0.937112 Found lorentz at 60 4.65871 lm= 4.67285 0.0983326 -9.1083e-20 lp= 4.66593 0.100108 -0.958611 r- 0.716829 Q = 7.975174194650622 n0=0.001138873121975863 n1=0.0006005232144380873 n2=0.000214161998514451 n3=0.000109007193677301 n4=5.782458069755258e-05 n5=4.647378275388827e-06 n6=6.614928623521083e-06 n7=4.767391393077193e-05 n8=4.792271897850236e-06 n9=0.001343926810248374 n10=0.1021972450601785 n11=0.2992956226786938 n12=7.994442885870856e-05 n13=7.258734259429572e-05 n14=6.581072603567506e-05 n15=6.219481470790333e-05 n16=6.638725826352351e-05 n17=0.09658164262378115 n18=1.468843730778317e-05 n19=0.4254691133253059 n20=9.217736665927123e-06 n21=1.753293599484107e-05 n22=2.311551801535494e-05 n23=3.009606978211671e-05 n24=2.529620759166413e-05 n25=2.668618321328102e-05 n26=5.428657204088938e-06 n27=1.299124083606139e-05 n28=5.900141037478333e-06 n29=2.295113576601437e-05 n30=8.654858397583619e-06 n31=1.024524700797257e-05 n32=8.720886462490179e-06 n33=9.179879445269338e-06 n34=6.7113221046443e-06 n35=1.481109857785816e-05 n36=3.63791360364223e-06 n37=4.751088165712605e-06 n38=4.259235468403152e-06 n39=8.036669998772907e-06 n40=6.18354877169852e-06 n41=4.69916766151078e-06 n42=2.571903229614181e-06 n43=3.908996968063412e-06 n44=3.377079960111791e-06 n45=4.561026247597596e-06 n46=4.965953709751525e-06 n47=4.661433684374625e-06 n48=2.413684541039749e-06 n49=2.791220413480497e-06 n50=1.441722088378007e-06 n51=1.787100784189072e-06 n52=1.699217529893108e-06 n53=5.770722146378612e-07 n54=2.48757549494941e-07 n55=8.842156822792802e-07 n56=1.726056321741898e-06 n57=7.617865323459192e-06 n58=0.0001202592348379691 n59=0.0152422506657267 n60=0.01499427211738476 n61=0.004517184013316188 n62=0.00839750621570708 n63=0.00486673760666383 n64=0.0009471075909307713 n65=0.001018207536929882 n66=0.0006154453522459271 n67=0.0005155125905202796 n68=0.0007176870629556113 n69=0.001481559685973772 n70=0.001830810070635231 n71=0.001379702798817207 n72=0.001705555899613977 n73=5.869770939003086e-05 n74=0.0008332157989874294 n75=0.003517263214994846 n76=0.0002953379710256017 n77=9.832840663032748e-05 n78=0.0003674734696916832 n79=0.001317353877017732 n80=0.0006393373501053658 n81=0.0001816741779487461 n82=0.0003864232994533392 n83=9.057673266166483e-05 n84=0.0005605367362381695 n85=4.391082312411867e-05 n86=0.0003951930117967626 n87=3.038102304459945e-05 n88=9.535649945780953e-05 n89=0.000457566426367466 n90=0.0001084670909522505 n91=0.0001102028131313967 n92=0.0003986866440570852 n93=3.493366574125462e-05 n94=0.0001496032795446546 n95=0.0005057673779829689 n96=0.001967869774611538 n97=0.0001875246021556193 n98=0.000108935428308601 n99=0.0001027489280055591 n100=6.867519119635054e-05 n101=5.609661070886854e-05 n102=3.418219891059618e-05 n103=1.207547530231737e-05 n104=6.411722174810725e-05 n105=0.0001060625339434612 n106=7.413630741320395e-06 n107=3.111794381442666e-05 n108=2.528393197979071e-05 n109=1.114981148612547e-05 n110=3.369708238195705e-06 n111=8.343199940698708e-06 n112=1.203341759043547e-05 n113=1.562948838283826e-06 n114=2.97358519523026e-06 n115=0.0004147558596532519 Q is here equal to 7.975174194650622 21.) nd: 6.069862495424617 Norm of Spectral functions:  0: 1.0004  1: 1.0002  2: 0.9989  3: 0.9999  4: 1.0036  5: 1.0033  6: 0.9996  7: 0.9993  8: 0.9990  9: 1.0000 10: 0.9980 11: 0.9997 12: 1.0000 13: 1.0000 14: 0.9977 15: 1.0046 16: 0.9984 17: 1.0007 18: 1.0014 19: 0.7467 20: 0.9985 21: 0.9992 22: 1.0000 23: 0.9841 24: 0.9968 25: 1.0042 26: 0.9949 27: 0.9737 28: 1.0144 29: 0.9926 30: 1.0077 31: 1.0067 32: 0.9805 33: 0.9918 34: 1.0274 35: 0.9630 36: 0.9463 37: 0.9908 38: 0.9897 39: 0.9993 40: 0.9796 41: 0.9811 42: 0.9822 43: 1.0601 44: 1.0013 45: 1.0460 46: 0.9980 47: 0.9821 48: 1.0175 49: 0.9890 50: 0.9633 51: 1.1099 52: 1.0095 53: 1.0040 54: 0.9900 55: 0.9928 56: 1.0495 57: 0.9989 58: 1.0004 59: 1.0003 60: 0.9889 61: 0.9761 62: 0.9769 63: 0.9476 64: 0.9785 65: 1.0231 66: 1.1581 67: 0.3539 68: 0.9684 69: 1.0004 70: 0.9772 71: 1.0314 72: 1.0024 73: 0.9890 74: 1.0260 75: 0.7830 76: 1.0156 77: 0.8082 78: 0.9575 79: 0.9410 80: 1.0857 81: 1.1566 82: 1.0278 83: 0.9968 84: 1.0426 85: 0.7619 86: 0.9486 87: 0.7437 88: 0.9904 89: 0.9222 90: 1.0631 91: 0.9960 92: 0.9793 93: 1.3027 94: 1.1047 95: 1.2499 96: 0.9896 97: 0.3121 98: 1.9440 99: 0.6374 100: 0.8532 101: 0.9801 102: 0.8161 103: 0.6237 104: 0.8408 105: 1.2728 106: 0.8248 107: 1.2823 108: 1.1862 109: 0.4872 110: 1.8892 111: 2.2265 112: 2.0250 113: 1.0378 114: 0.2517 115: 0.1377  0: 4.4179  1: 1.6520 21.) SelfConsistentStep 21.) Difference between steps: 0.3733 22.) DeterminSpectralFunctions ; lambda = -147.7041721616326 -1.782704173015844 Found lorentz at 10 0.514382 lm= 0.514382 8.23361e-21 -0.823361 lp= 0.514382 8.23361e-21 -0.823361 r- 1.34536e-22 Found lorentz at 11 1.09188 lm= 1.09188 8.0288e-21 -0.80288 lp= 1.09188 8.0288e-21 -0.80288 r- 3.03029e-21 Found lorentz at 12 1.58593 lm= 1.58593 8.50727e-06 -7.31238e-16 lp= 1.58593 8.50727e-06 -0.788723 r- 0.000359538 Found lorentz at 13 1.91963 lm= 1.91963 2.36239e-06 -2.51538e-15 lp= 1.91963 2.36239e-06 -0.770865 r- 0.000102153 Found lorentz at 14 2.16976 lm= 2.16976 1.69609e-05 -3.34384e-16 lp= 2.16976 1.69609e-05 -0.753091 r- 0.000750725 Found lorentz at 15 2.39582 lm= 2.39582 4.74875e-05 -1.14293e-16 lp= 2.39582 4.74875e-05 -0.736714 r- 0.00214862 Found lorentz at 16 2.41566 lm= 2.41566 4.84577e-05 -1.10775e-16 lp= 2.41566 4.84577e-05 -0.732659 r- 0.00220465 Found lorentz at 17 2.27337 lm= 2.27337 7.7955e-21 -0.77955 lp= 2.27337 7.7955e-21 -0.77955 r- 3.59935e-20 Found lorentz at 18 2.98408 lm= 2.98408 1.76317e-06 -3.28467e-15 lp= 2.98408 1.76317e-06 -0.761015 r- 7.72289e-05 Found lorentz at 19 2.95 lm= 2.95 7.68859e-21 -0.768859 lp= 2.95 7.68859e-21 -0.768859 r- 9.65325e-20 Found lorentz at 20 3.60964 lm= 3.60962 0.00178195 -3.11458e-18 lp= 3.60963 0.00178217 -0.745049 r- 0.0797364 Found lorentz at 21 3.35801 lm= 3.35801 2.7547e-07 -2.15365e-14 lp= 3.35801 2.7547e-07 -0.770237 r- 1.19214e-05 Found lorentz at 22 3.50739 lm= 3.50739 1.24484e-05 -4.63355e-16 lp= 3.50739 1.24484e-05 -0.759474 r- 0.000546359 Found lorentz at 23 3.60862 lm= 3.60862 0.000691834 -7.84255e-18 lp= 3.60862 0.000691859 -0.736616 r- 0.0313083 Found lorentz at 24 3.65295 lm= 3.65294 0.000199504 -2.72184e-17 lp= 3.65294 0.000199504 -0.736899 r- 0.0090245 Found lorentz at 25 3.83539 lm= 3.83474 0.0111416 -4.64428e-19 lp= 3.83506 0.0111743 -0.720846 r- 0.517155 Found lorentz at 26 4.08663 lm= 4.0866 0.0060249 -9.56393e-19 lp= 4.08662 0.00602504 -0.759102 r- 0.0395327 Found lorentz at 27 4.06043 lm= 4.06041 0.00190589 -2.73048e-18 lp= 4.06042 0.00190596 -0.721407 r- 0.0131593 Found lorentz at 28 4.16729 lm= 4.16728 0.00175495 -2.99036e-18 lp= 4.16728 0.00175505 -0.724454 r- 0.0120664 Found lorentz at 29 4.09914 lm= 4.09912 0.00242461 -2.02296e-18 lp= 4.09913 0.00242484 -0.700395 r- 0.0172442 Found lorentz at 30 4.31622 lm= 4.31619 0.00321554 -1.53938e-18 lp= 4.3162 0.00321587 -0.70361 r- 0.0322355 Found lorentz at 31 4.44004 lm= 4.43998 0.00478898 -1.02024e-18 lp= 4.44001 0.00478961 -0.699058 r- 0.047823 Found lorentz at 32 4.44257 lm= 4.4425 0.00638653 -7.41908e-19 lp= 4.44253 0.00638724 -0.688402 r- 0.0647617 Found lorentz at 33 4.43491 lm= 4.43483 0.00551266 -8.18847e-19 lp= 4.43487 0.00551382 -0.671966 r- 0.0572749 Found lorentz at 34 4.46425 lm= 4.46415 0.00591948 -7.74167e-19 lp= 4.4642 0.00592096 -0.677075 r- 0.0610407 Found lorentz at 35 4.49768 lm= 4.49752 0.00532552 -7.70364e-19 lp= 4.4976 0.00532945 -0.640852 r- 0.057435 Found lorentz at 36 4.52819 lm= 4.52811 0.00457297 -9.69412e-19 lp= 4.52815 0.00457413 -0.665936 r- 0.0474317 Found lorentz at 37 4.91117 lm= 4.90806 0.025574 -1.92653e-19 lp= 4.90959 0.0259041 -0.708399 r- 0.247777 Found lorentz at 38 4.73774 lm= 4.73695 0.0126113 -3.53227e-19 lp= 4.73735 0.0126547 -0.669073 r- 0.129283 Found lorentz at 39 4.7951 lm= 4.78515 0.0359964 -1.20415e-19 lp= 4.78974 0.0383741 -0.689666 r- 0.382944 Found lorentz at 41 4.89121 lm= 4.88647 0.0305655 -1.54881e-19 lp= 4.88878 0.0312044 -0.698338 r- 0.303476 Found lorentz at 42 4.8755 lm= 4.87428 0.0154141 -2.86198e-19 lp= 4.87488 0.0154993 -0.666814 r- 0.157165 Found lorentz at 59 3.16508 lm= 3.16519 0.0232227 -3.30139e-19 lp= 3.16513 0.0232232 -0.875611 r- 0.884082 Found lorentz at 60 4.70245 lm= 4.71658 0.096621 -9.78351e-20 lp= 4.70966 0.0984215 -0.985228 r- 0.68583 Q = 7.97555387842966 n0=0.001170410946870661 n1=0.0006775035192199645 n2=0.000244453048490345 n3=0.0001245438748428736 n4=6.77429143638675e-05 n5=3.961546128342014e-06 n6=6.9521357429288e-06 n7=5.085967365145297e-05 n8=4.860062075082217e-06 n9=0.001268709400653623 n10=0.1033020998857057 n11=0.3020928793010138 n12=7.800900612143777e-05 n13=7.019124093809587e-05 n14=6.288172112116732e-05 n15=5.848802090479855e-05 n16=6.314921002384359e-05 n17=0.0977546671798723 n18=1.448678028354201e-05 n19=0.4157539522218032 n20=9.006393148069689e-06 n21=1.737246699698922e-05 n22=2.306600666170407e-05 n23=3.008740402645128e-05 n24=2.530154521166917e-05 n25=2.633810218754899e-05 n26=5.267277708133561e-06 n27=1.280935363867817e-05 n28=5.7374914299189e-06 n29=2.290858280206753e-05 n30=8.480824640256705e-06 n31=1.011608138109778e-05 n32=8.590032927261199e-06 n33=8.880340029862472e-06 n34=6.47878607643683e-06 n35=1.476510843022017e-05 n36=3.573330477141463e-06 n37=4.679136974934953e-06 n38=4.185130976869927e-06 n39=7.85529782445386e-06 n40=6.008056780615403e-06 n41=4.628414649065409e-06 n42=2.486604629940654e-06 n43=3.819983016563522e-06 n44=3.29217516750691e-06 n45=4.521819905846948e-06 n46=4.88570719131102e-06 n47=4.541485946054293e-06 n48=2.357121297732587e-06 n49=2.738740778289436e-06 n50=1.404012739204507e-06 n51=1.771246300731233e-06 n52=1.666439809400041e-06 n53=5.675195928440275e-07 n54=2.462857194665229e-07 n55=8.741928444054957e-07 n56=1.706852690495754e-06 n57=7.563830548603338e-06 n58=0.0001195388105118586 n59=0.01817188395251199 n60=0.01541086658980177 n61=0.005172043234713646 n62=0.009349370789909028 n63=0.005668832406646975 n64=0.0008088368893877695 n65=0.0008346762878716814 n66=0.0005193597063740963 n67=0.0004434481453760315 n68=0.0007077067204167085 n69=0.001511993031870849 n70=0.001765761550566974 n71=0.001549834275417758 n72=0.001901478735768196 n73=3.581974983707088e-05 n74=0.0009851769636489893 n75=0.003026964080707791 n76=0.0002552492338514808 n77=9.790626571922314e-05 n78=0.0003111718294247843 n79=0.001316399267926701 n80=0.000550146409161017 n81=0.0001821845377944296 n82=0.0003330788387604068 n83=8.296035327146317e-05 n84=0.000484143489319263 n85=3.795582743266378e-05 n86=0.0003768421214827074 n87=2.620055215502598e-05 n88=9.463855438475364e-05 n89=0.0004990734233419037 n90=9.345091307994661e-05 n91=0.0001016879655902891 n92=0.0003909034562238888 n93=2.962158311706896e-05 n94=0.0001295413369222155 n95=0.0004554232882232587 n96=0.001784302483537681 n97=0.000177109268484713 n98=0.0001021271873874556 n99=9.689399516387762e-05 n100=6.436832076713504e-05 n101=5.297809032283215e-05 n102=3.240094919429858e-05 n103=1.147488635606772e-05 n104=6.240472591930644e-05 n105=0.0001038110568720691 n106=7.194865994165591e-06 n107=3.035230083599988e-05 n108=2.458981792490371e-05 n109=1.077567271635363e-05 n110=3.272740882427394e-06 n111=8.124881185149273e-06 n112=1.166365707398157e-05 n113=1.510928304679943e-06 n114=2.903463654986499e-06 n115=0.0003981886659153751 Q is here equal to 7.97555387842966 22.) nd: 6.074281228669422 Norm of Spectral functions:  0: 1.0007  1: 1.0005  2: 0.9994  3: 0.9999  4: 1.0026  5: 1.0032  6: 1.0016  7: 1.0014  8: 0.9988  9: 0.9995 10: 1.0006 11: 0.9989 12: 0.9997 13: 1.0000 14: 1.0031 15: 0.9994 16: 0.9978 17: 0.9998 18: 0.9987 19: 0.6364 20: 1.0021 21: 1.0003 22: 1.0003 23: 1.0222 24: 0.9991 25: 1.0004 26: 0.9994 27: 0.9907 28: 1.0186 29: 0.9992 30: 1.0186 31: 1.0094 32: 1.0090 33: 1.0072 34: 1.0290 35: 0.9242 36: 0.9800 37: 1.0000 38: 1.0240 39: 1.0228 40: 1.1132 41: 1.0065 42: 1.0181 43: 0.9658 44: 1.2133 45: 0.9837 46: 1.0016 47: 1.2413 48: 1.1080 49: 1.0702 50: 1.2724 51: 0.9656 52: 0.9552 53: 1.0453 54: 0.9542 55: 0.9155 56: 0.9462 57: 0.9873 58: 1.0004 59: 0.9995 60: 1.0033 61: 0.9790 62: 1.0318 63: 1.0172 64: 0.4057 65: 1.1536 66: 0.7634 67: 2.5017 68: 0.9681 69: 0.9439 70: 1.0223 71: 1.0112 72: 0.9935 73: 0.9856 74: 1.0063 75: 2.1351 76: 0.9670 77: 0.9533 78: 0.9169 79: 1.0167 80: 0.9246 81: 0.9952 82: 1.0105 83: 1.0229 84: 1.2248 85: 0.9536 86: 1.0457 87: 1.4917 88: 0.9890 89: 1.0072 90: 0.9454 91: 0.9493 92: 0.9976 93: 1.1550 94: 0.8892 95: 1.0244 96: 0.9266 97: 0.6293 98: 1.0858 99: 0.8679 100: 1.0495 101: 1.0905 102: 0.8337 103: 0.7089 104: 0.7256 105: 1.4043 106: 0.5625 107: 0.9652 108: 1.7129 109: 0.4686 110: 2.2495 111: 2.5725 112: 2.8876 113: 2.7500 114: 0.2831 115: 0.3666  0: 4.4188  1: 1.6555 22.) SelfConsistentStep 22.) Difference between steps: 0.2977 23.) DeterminSpectralFunctions ; lambda = -147.8193643848275 -1.897896396210683 Found lorentz at 10 0.617272 lm= 0.617272 8.22525e-21 -0.822525 lp= 0.617272 8.22525e-21 -0.822525 r- 4.75603e-23 Found lorentz at 11 1.19689 lm= 1.19689 8.01621e-21 -0.801621 lp= 1.19689 8.01621e-21 -0.801621 r- 2.30804e-21 Found lorentz at 12 1.69614 lm= 1.69614 8.96158e-06 -6.88151e-16 lp= 1.69614 8.96158e-06 -0.785298 r- 0.00038039 Found lorentz at 13 2.04431 lm= 2.04431 1.82169e-06 -3.24078e-15 lp= 2.04431 1.82169e-06 -0.768356 r- 7.90298e-05 Found lorentz at 14 2.28696 lm= 2.28696 1.60121e-05 -3.49914e-16 lp= 2.28696 1.60121e-05 -0.748522 r- 0.000713053 Found lorentz at 15 2.41442 lm= 2.41442 3.04964e-05 -1.74384e-16 lp= 2.41442 3.04964e-05 -0.729253 r- 0.00139396 Found lorentz at 16 2.58354 lm= 2.58354 8.30627e-05 -6.39977e-17 lp= 2.58354 8.30627e-05 -0.729097 r- 0.00379752 Found lorentz at 17 2.37943 lm= 2.37943 7.79451e-21 -0.779451 lp= 2.37943 7.79451e-21 -0.779451 r- 3.08304e-20 Found lorentz at 18 3.10851 lm= 3.10851 1.1073e-05 -5.23259e-16 lp= 3.10851 1.1073e-05 -0.761186 r- 0.0004849 Found lorentz at 19 2.95 lm= 2.95 7.64613e-21 -0.764613 lp= 2.95 7.64613e-21 -0.764613 r- 5.79195e-20 Found lorentz at 20 3.74757 lm= 3.74744 0.00404654 -1.36817e-18 lp= 3.7475 0.00405025 -0.744553 r- 0.181375 Found lorentz at 21 3.50117 lm= 3.50117 2.87808e-06 -2.07426e-15 lp= 3.50117 2.87808e-06 -0.772649 r- 0.000124165 Found lorentz at 22 3.64325 lm= 3.64325 4.37816e-05 -1.31999e-16 lp= 3.64325 4.37816e-05 -0.760206 r- 0.00191973 Found lorentz at 23 3.65884 lm= 3.65884 0.000649999 -8.25202e-18 lp= 3.65884 0.000650017 -0.732394 r- 0.0295843 Found lorentz at 24 3.79084 lm= 3.79083 0.00054843 -9.92179e-18 lp= 3.79084 0.000548438 -0.737667 r- 0.0247827 Found lorentz at 25 3.92151 lm= 3.91957 0.0166522 -3.29809e-19 lp= 3.92052 0.016849 -0.747348 r- 0.754055 Found lorentz at 26 4.24221 lm= 4.24226 0.00649049 -8.82413e-19 lp= 4.24223 0.00649077 -0.756812 r- 0.0604881 Found lorentz at 27 4.17836 lm= 4.17834 0.00255528 -2.15478e-18 lp= 4.17835 0.00255537 -0.742047 r- 0.0171522 Found lorentz at 28 4.31105 lm= 4.31103 0.00231583 -2.25887e-18 lp= 4.31104 0.00231595 -0.723293 r- 0.0225828 Found lorentz at 29 4.22813 lm= 4.22811 0.00308717 -1.5639e-18 lp= 4.22812 0.00308739 -0.694874 r- 0.0313364 Found lorentz at 30 4.46955 lm= 4.4695 0.00406149 -1.22638e-18 lp= 4.46953 0.004062 -0.705819 r- 0.0401694 Found lorentz at 31 4.57906 lm= 4.57896 0.00554327 -8.7135e-19 lp= 4.57901 0.00554466 -0.695116 r- 0.055082 Found lorentz at 32 4.52903 lm= 4.52894 0.00624896 -7.35551e-19 lp= 4.52899 0.00624999 -0.678049 r- 0.0636501 Found lorentz at 33 4.5891 lm= 4.58894 0.00712093 -6.35199e-19 lp= 4.58902 0.00712399 -0.672754 r- 0.0731275 Found lorentz at 34 4.605 lm= 4.60478 0.00789402 -5.70468e-19 lp= 4.60489 0.00789971 -0.671411 r- 0.0812593 Found lorentz at 35 4.61477 lm= 4.61464 0.00653286 -7.04599e-19 lp= 4.6147 0.00653522 -0.678633 r- 0.0665014 Found lorentz at 36 4.67347 lm= 4.67326 0.00606053 -7.26831e-19 lp= 4.67336 0.00606665 -0.664179 r- 0.0623917 Found lorentz at 38 4.89746 lm= 4.89525 0.0224501 -2.26889e-19 lp= 4.89634 0.0226397 -0.718009 r- 0.213379 Found lorentz at 59 3.27343 lm= 3.27276 0.0224901 -3.18711e-19 lp= 3.27309 0.0225077 -0.847106 r- 0.88587 Found lorentz at 60 4.8444 lm= 4.85306 0.0683906 -1.04688e-19 lp= 4.8488 0.0693485 -0.854628 r- 0.550006 Q = 7.98418955553108 n0=0.001149151992593163 n1=0.0007053539136947509 n2=0.0002568907631088991 n3=0.0001308092903589319 n4=7.230976912515827e-05 n5=3.479301667972685e-06 n6=6.999008047864657e-06 n7=5.180816836366162e-05 n8=4.82096620848391e-06 n9=0.001193184668538775 n10=0.1030830461986823 n11=0.3012915294086376 n12=7.646911232001374e-05 n13=6.851001487024039e-05 n14=6.179766834021065e-05 n15=5.842668922275208e-05 n16=6.158335559255499e-05 n17=0.0976363531959384 n18=1.424496214637203e-05 n19=0.4176056546884804 n20=8.881256035197826e-06 n21=1.712239075436924e-05 n22=2.273130577390416e-05 n23=2.980792749359415e-05 n24=2.487201435197383e-05 n25=2.596446599471937e-05 n26=5.110807662966435e-06 n27=1.253371326091522e-05 n28=5.584782691420557e-06 n29=2.260333093346512e-05 n30=8.368000668457253e-06 n31=1.006905883615597e-05 n32=8.427946600264086e-06 n33=8.622065961282201e-06 n34=6.341566966031995e-06 n35=1.471387221138445e-05 n36=3.541245910203024e-06 n37=4.607423534665128e-06 n38=4.144231892656921e-06 n39=7.734464963462339e-06 n40=5.895492936101056e-06 n41=4.577366151503844e-06 n42=2.419419704475042e-06 n43=3.667158190437873e-06 n44=3.211687323631444e-06 n45=4.444695383273021e-06 n46=4.803770774276728e-06 n47=4.333565140126058e-06 n48=2.28088428410177e-06 n49=2.685181716251766e-06 n50=1.363730726707743e-06 n51=1.74079327319276e-06 n52=1.605173669617984e-06 n53=5.451998852234261e-07 n54=2.330770389541642e-07 n55=8.554631610889623e-07 n56=1.648390957340868e-06 n57=7.391913714134925e-06 n58=0.000114699043221051 n59=0.01867935720322347 n60=0.01501778299656931 n61=0.005342367498365741 n62=0.009519037972789671 n63=0.005892788390400936 n64=0.0007024380112362787 n65=0.0007026180072206621 n66=0.0004462004317901296 n67=0.000385924189432536 n68=0.0006766170746993276 n69=0.001485768077972224 n70=0.001676968135131803 n71=0.001592551863120505 n72=0.001945915988438609 n73=2.252410379170252e-05 n74=0.00103467342607681 n75=0.002649924198489868 n76=0.0002239190631161351 n77=9.47554386383242e-05 n78=0.0002691328006848404 n79=0.001283249375137862 n80=0.000482120071683359 n81=0.0001773347343995278 n82=0.0002925361444603644 n83=7.645998914951083e-05 n84=0.000425748156027534 n85=3.338121208996464e-05 n86=0.000356621484923233 n87=2.306118620456466e-05 n88=9.137689575222944e-05 n89=0.0005086021806809575 n90=8.222139250418352e-05 n91=9.412517871610654e-05 n92=0.0003787215060908732 n93=2.575639811219392e-05 n94=0.0001143139569503769 n95=0.0004148175869730483 n96=0.001640696953736374 n97=0.0001761842359510503 n98=0.0001019801427753903 n99=9.646487057141017e-05 n100=6.435124209834229e-05 n101=5.315057359373127e-05 n102=3.254800374961599e-05 n103=1.153597872852308e-05 n104=6.172382406924022e-05 n105=0.0001022791508621511 n106=7.178285075233314e-06 n107=2.990348848419114e-05 n108=2.47237409127366e-05 n109=1.056977559968617e-05 n110=3.20492063120515e-06 n111=8.130021413167541e-06 n112=1.15026260155782e-05 n113=1.493093922430001e-06 n114=2.857553435365244e-06 n115=0.0003852021816429221 Q is here equal to 7.98418955553108 23.) nd: 6.073657568852139 Norm of Spectral functions:  0: 1.0008  1: 1.0005  2: 0.9994  3: 0.9999  4: 1.0025  5: 1.0028  6: 1.0014  7: 1.0012  8: 0.9989  9: 0.9994 10: 1.0026 11: 0.9999 12: 0.9989 13: 1.0006 14: 1.0012 15: 0.9979 16: 1.0015 17: 1.0012 18: 0.9991 19: 0.5815 20: 1.0039 21: 0.9997 22: 0.9974 23: 1.0020 24: 0.9804 25: 1.0154 26: 0.9979 27: 1.0217 28: 1.0125 29: 0.9802 30: 1.0303 31: 1.0060 32: 0.9832 33: 1.0130 34: 1.0302 35: 1.0381 36: 0.9684 37: 1.4334 38: 1.0217 39: 1.1350 40: 1.0146 41: 1.2380 42: 0.8170 43: 0.9865 44: 1.3332 45: 0.8753 46: 1.0546 47: 1.1083 48: 1.2680 49: 1.0596 50: 1.2049 51: 0.9450 52: 0.9405 53: 1.1039 54: 0.9438 55: 0.8558 56: 1.0115 57: 0.9850 58: 0.9995 59: 0.9991 60: 0.9891 61: 0.9841 62: 1.0333 63: 0.9983 64: 0.4371 65: 0.9951 66: 0.9823 67: 0.9485 68: 0.9843 69: 0.9568 70: 0.9465 71: 1.0200 72: 0.9683 73: 1.0130 74: 0.9856 75: 0.8497 76: 1.0595 77: 1.0746 78: 1.1536 79: 0.9971 80: 0.9760 81: 0.9984 82: 0.9845 83: 0.9863 84: 0.9410 85: 0.9883 86: 1.0134 87: 1.0878 88: 1.0636 89: 1.0278 90: 0.9644 91: 1.0368 92: 1.0633 93: 0.9928 94: 1.2402 95: 0.9315 96: 1.0672 97: 0.2340 98: 1.2398 99: 0.8225 100: 0.9985 101: 0.9952 102: 0.9669 103: 0.9183 104: 1.4229 105: 0.9118 106: 1.9816 107: 1.6936 108: 0.6569 109: 0.4983 110: 0.9020 111: 0.8822 112: 0.7821 113: 0.4382 114: 0.2203 115: 0.0820  0: 4.4188  1: 1.6549 23.) SelfConsistentStep 23.) Difference between steps: 0.365 24.) DeterminSpectralFunctions ; lambda = -147.7074451248016 -1.785977136184755 Found lorentz at 10 0.545018 lm= 0.545018 8.28027e-21 -0.828027 lp= 0.545018 8.28027e-21 -0.828027 r- 1.83137e-23 Found lorentz at 11 1.13026 lm= 1.13026 8.13222e-21 -0.813222 lp= 1.13026 8.13222e-21 -0.813222 r- 1.20844e-21 Found lorentz at 12 1.63764 lm= 1.63764 4.10169e-06 -1.56095e-15 lp= 1.63764 4.10169e-06 -0.800158 r- 0.00017087 Found lorentz at 13 1.99323 lm= 1.99323 8.59285e-07 -7.14187e-15 lp= 1.99323 8.59285e-07 -0.783384 r- 3.6563e-05 Found lorentz at 14 2.2467 lm= 2.2467 8.42718e-06 -6.97454e-16 lp= 2.2467 8.42718e-06 -0.766653 r- 0.000366406 Found lorentz at 15 2.41102 lm= 2.41102 1.85325e-05 -3.03371e-16 lp= 2.41102 1.85325e-05 -0.749814 r- 0.00082387 Found lorentz at 16 2.55749 lm= 2.55749 4.10803e-05 -1.37901e-16 lp= 2.55749 4.10803e-05 -0.752663 r- 0.00181933 Found lorentz at 17 2.31881 lm= 2.31881 7.94219e-21 -0.794219 lp= 2.31881 7.94219e-21 -0.794219 r- 1.47127e-20 Found lorentz at 18 3.05573 lm= 3.05573 2.33899e-06 -2.61454e-15 lp= 3.05573 2.33899e-06 -0.782009 r- 9.97001e-05 Found lorentz at 19 2.95 lm= 2.95 7.86121e-21 -0.786121 lp= 2.95 7.86121e-21 -0.786121 r- 3.47517e-20 Found lorentz at 20 3.6958 lm= 3.69577 0.00211246 -2.80282e-18 lp= 3.69578 0.0021128 -0.769558 r- 0.0915198 Found lorentz at 21 3.44708 lm= 3.44708 7.9052e-07 -7.97343e-15 lp= 3.44708 7.9052e-07 -0.793924 r- 3.31904e-05 Found lorentz at 22 3.59015 lm= 3.59015 1.37447e-05 -4.47165e-16 lp= 3.59015 1.37447e-05 -0.783975 r- 0.000584404 Found lorentz at 23 3.64489 lm= 3.64489 0.000355485 -1.6127e-17 lp= 3.64489 0.000355489 -0.757164 r- 0.0156501 Found lorentz at 24 3.74571 lm= 3.74571 0.000231979 -2.52955e-17 lp= 3.74571 0.00023198 -0.766033 r- 0.0100945 Found lorentz at 25 3.90232 lm= 3.90158 0.0103462 -5.24647e-19 lp= 3.90194 0.0103924 -0.739109 r- 0.469292 Found lorentz at 26 4.18955 lm= 4.18948 0.00674405 -9.64457e-19 lp= 4.18951 0.00674468 -0.80655 r- 0.041652 Found lorentz at 27 4.14684 lm= 4.14682 0.00220646 -2.66788e-18 lp= 4.14683 0.00220654 -0.767258 r- 0.0143241 Found lorentz at 28 4.26901 lm= 4.269 0.00165652 -3.39493e-18 lp= 4.26901 0.00165657 -0.749935 r- 0.0155793 Found lorentz at 29 4.20073 lm= 4.20071 0.00262931 -2.15943e-18 lp= 4.20072 0.00262943 -0.753537 r- 0.0173803 Found lorentz at 30 4.43179 lm= 4.43176 0.00282191 -1.91644e-18 lp= 4.43178 0.00282209 -0.735427 r- 0.0267838 Found lorentz at 31 4.53855 lm= 4.53851 0.003761 -1.4118e-18 lp= 4.53853 0.00376143 -0.728741 r- 0.0356414 Found lorentz at 32 4.52716 lm= 4.5271 0.00553211 -9.36714e-19 lp= 4.52713 0.00553273 -0.719919 r- 0.0530677 Found lorentz at 33 4.5615 lm= 4.56142 0.00522679 -9.69264e-19 lp= 4.56146 0.00522801 -0.711887 r- 0.0507125 Found lorentz at 34 4.57841 lm= 4.5783 0.00529891 -9.57632e-19 lp= 4.57835 0.00530069 -0.71252 r- 0.0513734 Found lorentz at 35 4.58416 lm= 4.58409 0.00451584 -1.13272e-18 lp= 4.58412 0.00451662 -0.715294 r- 0.0436025 Found lorentz at 36 4.64166 lm= 4.64157 0.00389566 -1.26627e-18 lp= 4.64161 0.00389749 -0.702587 r- 0.0378862 Found lorentz at 38 4.86649 lm= 4.86565 0.0132686 -4.15908e-19 lp= 4.86607 0.0133147 -0.744711 r- 0.120819 Found lorentz at 59 3.204 lm= 3.20419 0.0222886 -3.40257e-19 lp= 3.20409 0.02229 -0.870894 r- 0.853164 Found lorentz at 60 4.79207 lm= 4.80659 0.085228 -9.13245e-20 lp= 4.79954 0.0873841 -0.898221 r- 0.661569 Q = 8.00284503446777 n0=0.001179930077598341 n1=0.0007473944407228587 n2=0.0002736945302793169 n3=0.000138909238619758 n4=7.728757710498134e-05 n5=3.28843336169542e-06 n6=7.218686718079252e-06 n7=5.374346899363573e-05 n8=4.910003195246505e-06 n9=0.001174828319862788 n10=0.1035338498990437 n11=0.3049432445125018 n12=7.994838156445214e-05 n13=7.116864580487546e-05 n14=6.432098366881159e-05 n15=6.049194513446705e-05 n16=6.38708089028698e-05 n17=0.0992545366440708 n18=1.468992936760061e-05 n19=0.4086027169968982 n20=9.194972035082661e-06 n21=1.768006906372272e-05 n22=2.339863038482645e-05 n23=3.035451962559031e-05 n24=2.545457080553457e-05 n25=2.649595637159677e-05 n26=5.206612246768993e-06 n27=1.274078203589466e-05 n28=5.684424110206609e-06 n29=2.31245413085706e-05 n30=8.621065355436592e-06 n31=1.044494100782128e-05 n32=8.554911128855802e-06 n33=8.765777711527385e-06 n34=6.502485290216745e-06 n35=1.520921368311961e-05 n36=3.661142664629076e-06 n37=4.719015683301062e-06 n38=4.286154687765864e-06 n39=7.932951331042132e-06 n40=6.034095635903664e-06 n41=4.719764344718155e-06 n42=2.462788665094854e-06 n43=3.650311277405059e-06 n44=3.26842297735516e-06 n45=4.535866976973789e-06 n46=4.900040912075723e-06 n47=4.285896643036856e-06 n48=2.293733228603842e-06 n49=2.732841286453097e-06 n50=1.380062668844004e-06 n51=1.773472692230216e-06 n52=1.601136275448034e-06 n53=5.417385158076131e-07 n54=2.264718428705233e-07 n55=8.682784951046388e-07 n56=1.647246204250035e-06 n57=7.458144429802519e-06 n58=0.0001126510984932246 n59=0.02042060823848062 n60=0.01551766897249228 n61=0.005627286052944651 n62=0.009975795271868494 n63=0.006221173813721878 n64=0.0006724726555508213 n65=0.0006587453385709242 n66=0.0004240996941932658 n67=0.0003698360908473329 n68=0.0006829293945520951 n69=0.001509723061296377 n70=0.001667400426059482 n71=0.001661692282767701 n72=0.002033887266956035 n73=1.585094476925453e-05 n74=0.001091040913139067 n75=0.002534731735949164 n76=0.0002145408430050476 n77=9.568552424611507e-05 n78=0.0002556759076451849 n79=0.001285299706287286 n80=0.0004611571195082971 n81=0.0001790754169238993 n82=0.0002798286375453796 n83=7.449861253358618e-05 n84=0.0004075131657717475 n85=3.194403398720735e-05 n86=0.0003536153830101874 n87=2.204718762332513e-05 n88=9.208174271937106e-05 n89=0.0005251927909100705 n90=7.849197068151805e-05 n91=9.245943500544078e-05 n92=0.0003739246256907173 n93=2.439647023883603e-05 n94=0.0001093360087015303 n95=0.0004027344001179736 n96=0.001587985614683735 n97=0.0001797243829586574 n98=0.0001045146218496357 n99=9.856085954815766e-05 n100=6.609021118125711e-05 n101=5.468740555505181e-05 n102=3.349336955475224e-05 n103=1.187416478910809e-05 n104=6.208691771119893e-05 n105=0.0001022673859340652 n106=7.30367740596562e-06 n107=2.992265121421924e-05 n108=2.5348079217144e-05 n109=1.055473874222667e-05 n110=3.189875649840408e-06 n111=8.279762127865443e-06 n112=1.154020054322518e-05 n113=1.503292555848135e-06 n114=2.849296401280304e-06 n115=0.000378674684553736 Q is here equal to 8.00284503446777 24.) nd: 6.076756153129527 Norm of Spectral functions:  0: 1.0010  1: 1.0007  2: 0.9996  3: 0.9997  4: 1.0022  5: 1.0032  6: 1.0021  7: 1.0020  8: 0.9988  9: 0.9994 10: 0.9988 11: 0.9997 12: 0.9994 13: 0.9989 14: 1.0001 15: 0.9976 16: 1.0025 17: 1.0010 18: 1.0001 19: 0.5224 20: 1.0142 21: 1.0003 22: 0.9995 23: 0.9938 24: 1.0003 25: 1.0035 26: 1.0305 27: 1.0096 28: 0.9985 29: 1.0141 30: 1.0044 31: 0.9892 32: 0.9856 33: 0.9965 34: 1.0035 35: 1.0072 36: 0.9302 37: 0.5935 38: 1.0119 39: 1.5324 40: 1.3200 41: 0.6147 42: 0.4954 43: 1.4834 44: 1.2439 45: 1.2680 46: 1.2593 47: 0.9017 48: 1.4238 49: 0.9558 50: 1.2918 51: 1.0959 52: 0.8804 53: 0.9881 54: 0.7903 55: 1.3456 56: 0.9928 57: 0.9937 58: 0.9999 59: 0.9999 60: 0.9803 61: 1.0349 62: 1.0269 63: 1.0169 64: 0.5316 65: 0.9760 66: 0.9846 67: 1.0834 68: 1.0374 69: 0.9774 70: 0.9296 71: 0.9956 72: 0.9860 73: 0.9606 74: 1.0051 75: 0.9636 76: 0.9385 77: 1.0487 78: 0.9516 79: 0.9978 80: 0.9893 81: 0.9933 82: 0.9694 83: 1.0174 84: 0.9703 85: 0.9794 86: 0.9752 87: 0.8908 88: 0.9796 89: 1.0269 90: 1.0674 91: 1.0047 92: 0.9617 93: 0.9912 94: 0.8968 95: 1.0735 96: 0.9668 97: 0.5168 98: 1.0005 99: 0.9231 100: 1.0116 101: 1.0049 102: 1.0311 103: 1.0268 104: 1.0529 105: 1.0001 106: 1.0525 107: 1.3387 108: 0.9774 109: 0.5452 110: 1.5928 111: 2.0208 112: 1.9177 113: 1.2567 114: 0.3040 115: 0.2799  0: 4.4191  1: 1.6576 24.) SelfConsistentStep 24.) Difference between steps: 0.189 25.) DeterminSpectralFunctions ; lambda = -147.6482330974104 -1.726765108793558 Found lorentz at 10 0.503527 lm= 0.503527 8.33433e-21 -0.833433 lp= 0.503527 8.33433e-21 -0.833433 r- 2.75915e-23 Found lorentz at 11 1.08924 lm= 1.08924 6.95572e-09 -9.65904e-13 lp= 1.08924 6.95572e-09 -0.819668 r- 2.82867e-07 Found lorentz at 12 1.6061 lm= 1.6061 2.22798e-06 -2.9218e-15 lp= 1.6061 2.22798e-06 -0.806829 r- 9.20468e-05 Found lorentz at 13 1.96908 lm= 1.96908 4.99164e-07 -1.25619e-14 lp= 1.96908 4.99164e-07 -0.791862 r- 2.10122e-05 Found lorentz at 14 2.22968 lm= 2.22968 4.78487e-06 -1.26165e-15 lp= 2.22968 4.78487e-06 -0.776971 r- 0.000205279 Found lorentz at 15 2.40847 lm= 2.40847 1.11961e-05 -5.20104e-16 lp= 2.40847 1.11961e-05 -0.763094 r- 0.000489064 Found lorentz at 16 2.54428 lm= 2.54428 2.264e-05 -2.56075e-16 lp= 2.54428 2.264e-05 -0.761417 r- 0.000991137 Found lorentz at 17 2.28852 lm= 2.28852 8.01654e-21 -0.801654 lp= 2.28852 8.01654e-21 -0.801654 r- 8.06222e-21 Found lorentz at 18 3.02973 lm= 3.02973 7.74694e-07 -8.10767e-15 lp= 3.02973 7.74694e-07 -0.792525 r- 3.25834e-05 Found lorentz at 19 2.95 lm= 2.95 7.98318e-21 -0.798318 lp= 2.95 7.98318e-21 -0.798318 r- 2.0851e-20 Found lorentz at 20 3.67476 lm= 3.67475 0.00161782 -3.76216e-18 lp= 3.67476 0.00161801 -0.780224 r- 0.0691279 Found lorentz at 21 3.42994 lm= 3.42994 4.05432e-07 -1.6049e-14 lp= 3.42994 4.05432e-07 -0.806645 r- 1.67538e-05 Found lorentz at 22 3.57425 lm= 3.57425 6.39565e-06 -9.95625e-16 lp= 3.57425 6.39565e-06 -0.797977 r- 0.000267161 Found lorentz at 23 3.64091 lm= 3.64091 0.00020898 -2.84709e-17 lp= 3.64091 0.000208981 -0.771355 r- 0.00903092 Found lorentz at 24 3.73599 lm= 3.73599 0.000126635 -4.79247e-17 lp= 3.73599 0.000126635 -0.779035 r- 0.00541846 Found lorentz at 25 3.89934 lm= 3.89861 0.00939235 -5.85661e-19 lp= 3.89897 0.0094415 -0.744443 r- 0.423388 Found lorentz at 26 4.17706 lm= 4.17701 0.00671548 -1.01058e-18 lp= 4.17703 0.0067159 -0.82384 r- 0.0406035 Found lorentz at 27 4.14937 lm= 4.14936 0.00213883 -2.88585e-18 lp= 4.14936 0.00213888 -0.785656 r- 0.0135597 Found lorentz at 28 4.2606 lm= 4.26059 0.00126749 -4.64416e-18 lp= 4.2606 0.00126752 -0.767243 r- 0.0116515 Found lorentz at 29 4.19965 lm= 4.19964 0.00231174 -2.57581e-18 lp= 4.19964 0.0023118 -0.771676 r- 0.0149215 Found lorentz at 30 4.42947 lm= 4.42945 0.00222987 -2.56009e-18 lp= 4.42946 0.00222996 -0.75558 r- 0.0205994 Found lorentz at 31 4.53435 lm= 4.53433 0.003014 -1.87884e-18 lp= 4.53434 0.00301417 -0.752547 r- 0.0276568 Found lorentz at 32 4.53993 lm= 4.53988 0.00524733 -1.06994e-18 lp= 4.5399 0.00524764 -0.749322 r- 0.0483575 Found lorentz at 33 4.56802 lm= 4.56797 0.00447789 -1.22359e-18 lp= 4.568 0.00447844 -0.740274 r- 0.0417744 Found lorentz at 34 4.57827 lm= 4.57821 0.00407944 -1.34697e-18 lp= 4.57824 0.00408008 -0.741358 r- 0.0380033 Found lorentz at 35 4.58638 lm= 4.58635 0.00362689 -1.51298e-18 lp= 4.58636 0.00362722 -0.740818 r- 0.0338091 Found lorentz at 36 4.64256 lm= 4.6425 0.00320201 -1.66283e-18 lp= 4.64253 0.0032027 -0.729797 r- 0.0299694 Found lorentz at 38 4.86847 lm= 4.86809 0.00936646 -6.21408e-19 lp= 4.86828 0.00938 -0.763703 r- 0.0829506 Found lorentz at 59 3.1548 lm= 3.15541 0.0230241 -3.29468e-19 lp= 3.15511 0.0230378 -0.871329 r- 0.881476 Found lorentz at 60 4.75202 lm= 4.76676 0.110175 -1.04365e-19 lp= 4.75952 0.111896 -1.08429 r- 0.707869 Q = 7.996447903931407 n0=0.001200115826304218 n1=0.0007773848439813956 n2=0.0002853355789027858 n3=0.0001445173539457164 n4=8.09252221811029e-05 n5=3.185875334250532e-06 n6=7.387032299235211e-06 n7=5.521222071720272e-05 n8=4.992770003684038e-06 n9=0.001160848798807522 n10=0.1042963224908623 n11=9.938668193829507e-05 n12=8.43510969038568e-05 n13=7.490307407957666e-05 n14=6.799187852279612e-05 n15=6.398149005369246e-05 n16=6.756306855808357e-05 n17=0.1002642787886198 n18=1.525251748356775e-05 n19=0.7086863314883908 n20=9.574917884449866e-06 n21=1.834126644537825e-05 n22=2.418869011384014e-05 n23=3.115661112786068e-05 n24=2.618195441482974e-05 n25=2.729014413924788e-05 n26=5.341998456970014e-06 n27=1.305302464517409e-05 n28=5.836146389320984e-06 n29=2.379183204913099e-05 n30=8.9361585486774e-06 n31=1.087756274013066e-05 n32=8.748638310276244e-06 n33=8.992268295497834e-06 n34=6.717775222482071e-06 n35=1.578315636852671e-05 n36=3.799803491662985e-06 n37=4.862329847304131e-06 n38=4.452612813831269e-06 n39=8.181353724887134e-06 n40=6.216356040641358e-06 n41=4.885532823621838e-06 n42=2.527511256097316e-06 n43=3.664085681675303e-06 n44=3.347270604857218e-06 n45=4.648168718383365e-06 n46=5.027058309717018e-06 n47=4.281779281153536e-06 n48=2.323593194020353e-06 n49=2.798447289181033e-06 n50=1.40640930798072e-06 n51=1.814082099712461e-06 n52=1.607421369943094e-06 n53=5.411823761193711e-07 n54=2.213694540507929e-07 n55=8.850804313326843e-07 n56=1.655825549391031e-06 n57=7.563914764177527e-06 n58=0.0001113116489618766 n59=0.02175056890125601 n60=0.01590492909457155 n61=0.005908777104767787 n62=0.01040744399012877 n63=0.006546426665907733 n64=0.0006543089773380412 n65=0.0006314286146819523 n66=0.0004100084569732724 n67=0.000359436738047286 n68=0.0006964510946181296 n69=0.001544880399380459 n70=0.001685470718078027 n71=0.001734866012341399 n72=0.002121346384377681 n73=1.191108380251345e-05 n74=0.001147239872386414 n75=0.002461274891304632 n76=0.0002083635162028995 n77=9.794777492388564e-05 n78=0.0002470048491968934 n79=0.001311576275380164 n80=0.0004477277901748199 n81=0.0001829146773328229 n82=0.000271675520118666 n83=7.420546714609326e-05 n84=0.0003957156910185336 n85=3.102500294572837e-05 n86=0.0003562701077506941 n87=2.140173378881454e-05 n88=9.357022759883029e-05 n89=0.0005453546522276732 n90=7.627333563781539e-05 n91=9.197862347661046e-05 n92=0.0003810566204972287 n93=2.352830172773805e-05 n94=0.0001061326318595928 n95=0.0003973808164274931 n96=0.001564706252894475 n97=0.0001878828812270557 n98=0.0001098217885725829 n99=0.0001030791521993284 n100=6.951490203325077e-05 n101=5.750931700596538e-05 n102=3.519498948187302e-05 n103=1.247154131654557e-05 n104=6.353010269452667e-05 n105=0.0001039044319783033 n106=7.525088343647921e-06 n107=3.045536328470052e-05 n108=2.627926344444858e-05 n109=1.071715451043318e-05 n110=3.229530590272775e-06 n111=8.53467867951385e-06 n112=1.176491007947143e-05 n113=1.534890196736711e-06 n114=2.890497187524445e-06 n115=0.0003784775684512984 Q is here equal to 7.996447903931407 25.) nd: 6.079631309448369 Norm of Spectral functions:  0: 1.0012  1: 1.0008  2: 0.9996  3: 0.9996  4: 1.0022  5: 1.0037  6: 1.0027  7: 1.0026  8: 0.9987  9: 0.9994 10: 1.0001 11: 1.0006 12: 0.9992 13: 0.9993 14: 1.0017 15: 1.0016 16: 0.9995 17: 1.0009 18: 1.0004 19: 0.6614 20: 0.9855 21: 1.0019 22: 1.0010 23: 0.9828 24: 0.9975 25: 1.0042 26: 1.0223 27: 1.0094 28: 0.9970 29: 1.0205 30: 1.0032 31: 0.9907 32: 0.9930 33: 1.0001 34: 1.0030 35: 1.0072 36: 0.9490 37: 0.4675 38: 1.0108 39: 1.2823 40: 1.5545 41: 0.5252 42: 0.4262 43: 0.8534 44: 1.6697 45: 1.0860 46: 0.8692 47: 1.1618 48: 2.1417 49: 1.0479 50: 1.9147 51: 0.8771 52: 0.6979 53: 1.0474 54: 0.6468 55: 1.5521 56: 1.1771 57: 0.9129 58: 0.9993 59: 1.0003 60: 1.0103 61: 1.0270 62: 1.0064 63: 1.0119 64: 0.6290 65: 0.9751 66: 0.9805 67: 1.1248 68: 1.0423 69: 0.9792 70: 0.9280 71: 0.9915 72: 0.9913 73: 0.9628 74: 1.0041 75: 0.9820 76: 0.9354 77: 1.0139 78: 0.9064 79: 0.9979 80: 1.0007 81: 0.9912 82: 0.9701 83: 1.0250 84: 0.9761 85: 0.9832 86: 0.9786 87: 0.9695 88: 0.9723 89: 1.0215 90: 1.0590 91: 0.9918 92: 0.9530 93: 0.9854 94: 0.8311 95: 1.0708 96: 0.8716 97: 1.4340 98: 0.7805 99: 1.1515 100: 1.0616 101: 1.0470 102: 1.0241 103: 1.1318 104: 0.9934 105: 0.9536 106: 0.9515 107: 1.1738 108: 1.0725 109: 0.6339 110: 1.5883 111: 1.9404 112: 1.9882 113: 2.0974 114: 0.4207 115: 1.5828  0: 4.3845  1: 1.6951 25.) SelfConsistentStep 25.) Difference between steps: 0.1985 26.) DeterminSpectralFunctions ; lambda = -147.613020144848 -1.691552156231239 Found lorentz at 10 0.471021 lm= 0.471021 8.34434e-21 -0.834434 lp= 0.471021 8.34434e-21 -0.834434 r- 1.50315e-23 Found lorentz at 11 1.0625 lm= 1.0625 1.51137e-07 -4.45182e-14 lp= 1.0625 1.51137e-07 -0.820266 r- 6.1418e-06 Found lorentz at 12 1.58624 lm= 1.58624 1.13641e-06 -5.7759e-15 lp= 1.58624 1.13641e-06 -0.810172 r- 4.67559e-05 Found lorentz at 13 1.953 lm= 1.953 3.02396e-07 -2.09487e-14 lp= 1.953 3.02396e-07 -0.795915 r- 1.26645e-05 Found lorentz at 14 2.21741 lm= 2.21741 2.74722e-06 -2.20729e-15 lp= 2.21741 2.74722e-06 -0.778712 r- 0.000117597 Found lorentz at 15 2.40166 lm= 2.40166 6.55211e-06 -8.93968e-16 lp= 2.40166 6.55211e-06 -0.765335 r- 0.00028537 Found lorentz at 16 2.52432 lm= 2.52432 1.17634e-05 -4.98796e-16 lp= 2.52432 1.17634e-05 -0.765999 r- 0.000511898 Found lorentz at 17 2.26785 lm= 2.26785 8.03764e-21 -0.803764 lp= 2.26785 8.03764e-21 -0.803764 r- 4.60182e-21 Found lorentz at 18 3.01788 lm= 3.01788 4.01927e-07 -1.57968e-14 lp= 3.01788 4.01927e-07 -0.796818 r- 1.68139e-05 Found lorentz at 19 2.95 lm= 2.95 8.05107e-21 -0.805107 lp= 2.95 8.05107e-21 -0.805107 r- 1.25106e-20 Found lorentz at 20 3.67204 lm= 3.67203 0.0014888 -4.1442e-18 lp= 3.67203 0.00148898 -0.785555 r- 0.0631839 Found lorentz at 21 3.42988 lm= 3.42988 2.4515e-07 -2.69941e-14 lp= 3.42988 2.4515e-07 -0.813487 r- 1.00452e-05 Found lorentz at 22 3.57492 lm= 3.57492 3.90791e-06 -1.65996e-15 lp= 3.57492 3.90791e-06 -0.805418 r- 0.000161734 Found lorentz at 23 3.64474 lm= 3.64474 0.000131609 -4.62001e-17 lp= 3.64474 0.000131609 -0.779767 r- 0.00562601 Found lorentz at 24 3.74015 lm= 3.74015 8.0705e-05 -7.68893e-17 lp= 3.74015 8.0705e-05 -0.787741 r- 0.00341504 Found lorentz at 25 3.89949 lm= 3.8983 0.0112283 -5.07648e-19 lp= 3.89889 0.0113397 -0.760339 r- 0.498547 Found lorentz at 26 4.18675 lm= 4.18669 0.0071677 -9.73799e-19 lp= 4.18672 0.0071681 -0.835491 r- 0.0427329 Found lorentz at 27 4.16434 lm= 4.16433 0.00204256 -3.11091e-18 lp= 4.16434 0.0020426 -0.797145 r- 0.0127627 Found lorentz at 28 4.26848 lm= 4.26847 0.000915493 -6.61262e-18 lp= 4.26848 0.000915506 -0.77807 r- 0.00829851 Found lorentz at 29 4.20862 lm= 4.20861 0.0019653 -2.94512e-18 lp= 4.20861 0.00196533 -0.7608 r- 0.0182189 Found lorentz at 30 4.44253 lm= 4.44251 0.00182855 -3.2312e-18 lp= 4.44252 0.00182861 -0.76868 r- 0.016604 Found lorentz at 31 4.5482 lm= 4.54819 0.0026506 -2.23124e-18 lp= 4.5482 0.00265068 -0.769051 r- 0.0237994 Found lorentz at 32 4.56051 lm= 4.56048 0.00507632 -1.16419e-18 lp= 4.56049 0.00507643 -0.768766 r- 0.0455962 Found lorentz at 33 4.58679 lm= 4.58675 0.00404704 -1.42373e-18 lp= 4.58677 0.00404729 -0.759106 r- 0.0368155 Found lorentz at 34 4.59229 lm= 4.59226 0.00341536 -1.69474e-18 lp= 4.59227 0.00341562 -0.76084 r- 0.0309988 Found lorentz at 35 4.60116 lm= 4.60114 0.00312047 -1.83856e-18 lp= 4.60115 0.00312065 -0.757472 r- 0.0284476 Found lorentz at 36 4.65786 lm= 4.65782 0.00291959 -1.91796e-18 lp= 4.65784 0.0029199 -0.748365 r- 0.0266444 Found lorentz at 38 4.88664 lm= 4.88645 0.00735016 -8.2114e-19 lp= 4.88655 0.00735469 -0.777227 r- 0.0638932 Found lorentz at 59 3.07597 lm= 3.07735 0.0260235 -2.94646e-19 lp= 3.07666 0.0260876 -0.877197 r- 0.992023 Found lorentz at 60 4.66164 lm= 4.67954 0.116904 -9.15534e-20 lp= 4.6708 0.119292 -1.04968 r- 0.780628 Q = 8.008542471065434 n0=0.001174729909023614 n1=0.0006385459152638706 n2=0.0002149104457770012 n3=0.0001097422351024726 n4=5.835643283782181e-05 n5=2.530794167808087e-06 n6=6.002056008802821e-06 n7=4.897182472297516e-05 n8=4.51416095693096e-06 n9=0.001353344326623579 n10=0.1042672116466443 n11=0.000104540539834959 n12=8.839050229815652e-05 n13=7.84288655146979e-05 n14=7.15309858327871e-05 n15=6.746410750530737e-05 n16=7.131529941389682e-05 n17=0.1003767674028048 n18=1.57621476323577e-05 n19=0.7201888387087282 n20=9.920335843933843e-06 n21=1.891734825782941e-05 n22=2.485969675944817e-05 n23=3.185841226924188e-05 n24=2.680102365718339e-05 n25=2.803340836545024e-05 n26=5.467617994694619e-06 n27=1.332430328253519e-05 n28=5.978674315443971e-06 n29=2.436794191445202e-05 n30=9.22285957158997e-06 n31=1.126451659525323e-05 n32=8.922681878877196e-06 n33=9.204473739062268e-06 n34=6.923944895857503e-06 n35=1.62855757551324e-05 n36=3.925780474422934e-06 n37=4.991766025204991e-06 n38=4.599319443818501e-06 n39=8.409739413666165e-06 n40=6.38872845398957e-06 n41=5.030964895553015e-06 n42=2.588184019613246e-06 n43=3.682215798418657e-06 n44=3.419942173458237e-06 n45=4.744949881094544e-06 n46=5.143055349422884e-06 n47=4.286928378553011e-06 n48=2.35197298378571e-06 n49=2.859923852567812e-06 n50=1.430973610499274e-06 n51=1.848631415119302e-06 n52=1.615074983186855e-06 n53=5.414261718763864e-07 n54=2.171957516187437e-07 n55=8.993209003460193e-07 n56=1.663126250571099e-06 n57=7.649880326155977e-06 n58=0.0001100959197752286 n59=0.01639684117607509 n60=0.01549308821711329 n61=0.004352296743876013 n62=0.008103364413254295 n63=0.004514156268736416 n64=0.0008589457281166455 n65=0.0008122919671070252 n66=0.0005312247206622869 n67=0.0004686470801183033 n68=0.0005642834226030041 n69=0.001363447342518162 n70=0.001696807744815415 n71=0.001298458390059713 n72=0.001563229576019269 n73=1.137243796395733e-05 n74=0.0007516273601697317 n75=0.003202153137537718 n76=0.0002705565519917087 n77=6.740569249604724e-05 n78=0.0003190104197441081 n79=0.001244375290126067 n80=0.0005816916748940466 n81=0.0001560300443594372 n82=0.0003527177731934601 n83=7.638659598479832e-05 n84=0.0005138051614986071 n85=4.019447242905672e-05 n86=0.0003473986864754836 n87=2.776527629709493e-05 n88=8.235850224892031e-05 n89=0.0004221719733847496 n90=9.31181207121292e-05 n91=9.812254770257289e-05 n92=0.0003723692647307182 n93=3.0287751978278e-05 n94=0.0001375388359832048 n95=0.0004406062702679217 n96=0.001701338222419708 n97=0.0001965630122628969 n98=0.0001154499606545774 n99=0.000107880501036848 n100=7.31305476347211e-05 n101=6.044440646076868e-05 n102=3.696021504653428e-05 n103=1.308961229546739e-05 n104=6.509954182595098e-05 n105=0.0001057945819775029 n106=7.759934201705814e-06 n107=3.105440433553013e-05 n108=2.723292628002332e-05 n109=1.091900810868026e-05 n110=3.279681650688937e-06 n111=8.802514569744876e-06 n112=1.202010210094551e-05 n113=1.571242836135517e-06 n114=2.939476925366957e-06 n115=0.0003808873320130577 Q is here equal to 8.008542471065434 26.) nd: 6.068267594759615 Norm of Spectral functions:  0: 1.0012  1: 1.0008  2: 0.9996  3: 0.9996  4: 1.0024  5: 1.0042  6: 1.0031  7: 1.0030  8: 0.9986  9: 0.9995 10: 0.9999 11: 0.9992 12: 1.0000 13: 1.0006 14: 1.0001 15: 1.0007 16: 1.0013 17: 0.9994 18: 0.9994 19: 0.6532 20: 0.9800 21: 1.0014 22: 1.0010 23: 0.9967 24: 0.9992 25: 1.0047 26: 1.0238 27: 1.0122 28: 0.9987 29: 0.9736 30: 1.0065 31: 0.9962 32: 0.9992 33: 1.0066 34: 1.0082 35: 1.0128 36: 0.9789 37: 0.5023 38: 1.0188 39: 0.5397 40: 0.7674 41: 0.7196 42: 0.4805 43: 0.4710 44: 1.9728 45: 0.5321 46: 0.5062 47: 2.6020 48: 0.9396 49: 1.5441 50: 0.9398 51: 0.5260 52: 0.6219 53: 1.8905 54: 0.8032 55: 0.7651 56: 1.3790 57: 0.7925 58: 0.9998 59: 0.9993 60: 0.9969 61: 1.0754 62: 0.9738 63: 0.9892 64: 0.4826 65: 0.9854 66: 0.8870 67: 1.2281 68: 0.9925 69: 1.1646 70: 1.0600 71: 1.0150 72: 0.9958 73: 1.0163 74: 1.0086 75: 0.8029 76: 1.0297 77: 0.9167 78: 0.9265 79: 1.0308 80: 0.9955 81: 0.9895 82: 1.1920 83: 0.9952 84: 1.1462 85: 0.9954 86: 0.9904 87: 0.9396 88: 0.9823 89: 0.9881 90: 0.9965 91: 0.9267 92: 1.0144 93: 1.0832 94: 0.8062 95: 1.0088 96: 0.9578 97: 2.7497 98: 0.7130 99: 1.3147 100: 1.0702 101: 1.0629 102: 0.9849 103: 1.1366 104: 0.9782 105: 0.9535 106: 0.9260 107: 1.0998 108: 1.1064 109: 0.7143 110: 1.4324 111: 1.6090 112: 1.6846 113: 2.2498 114: 0.5483 115: 19.7117  0: 4.3857  1: 1.6825 26.) SelfConsistentStep 26.) Difference between steps: 1.607 27.) DeterminSpectralFunctions ; lambda = -147.5895602161998 -1.668092227583031 Found lorentz at 10 0.444075 lm= 0.444075 8.34222e-21 -0.834222 lp= 0.444075 8.34222e-21 -0.834222 r- 8.48151e-24 Found lorentz at 11 1.04028 lm= 1.04028 2.84372e-07 -2.36953e-14 lp= 1.04028 2.84372e-07 -0.82087 r- 1.15476e-05 Found lorentz at 12 1.56271 lm= 1.56271 5.31313e-07 -1.23702e-14 lp= 1.56271 5.31313e-07 -0.810707 r- 2.18457e-05 Found lorentz at 13 1.93423 lm= 1.93423 1.89377e-07 -3.33313e-14 lp= 1.93423 1.89377e-07 -0.794491 r- 7.9454e-06 Found lorentz at 14 2.20113 lm= 2.20113 1.54139e-06 -3.91743e-15 lp= 2.20113 1.54139e-06 -0.777063 r- 6.61201e-05 Found lorentz at 15 2.37691 lm= 2.37691 3.53357e-06 -1.65924e-15 lp= 2.37691 3.53357e-06 -0.765706 r- 0.000153826 Found lorentz at 16 2.50966 lm= 2.50966 6.41218e-06 -9.09637e-16 lp= 2.50966 6.41218e-06 -0.763725 r- 0.000279864 Found lorentz at 17 2.23105 lm= 2.23105 8.02689e-21 -0.802689 lp= 2.23105 8.02689e-21 -0.802689 r- 2.56949e-21 Found lorentz at 18 2.98932 lm= 2.98932 1.5806e-07 -4.01952e-14 lp= 2.98932 1.5806e-07 -0.797073 r- 6.61003e-06 Found lorentz at 19 2.95 lm= 2.95 8.08054e-21 -0.808054 lp= 2.95 8.08054e-21 -0.808054 r- 7.50636e-21 Found lorentz at 20 3.65145 lm= 3.65143 0.00164589 -3.75234e-18 lp= 3.65144 0.00164617 -0.785965 r- 0.0698184 Found lorentz at 21 3.40463 lm= 3.40463 1.00157e-07 -6.59386e-14 lp= 3.40463 1.00157e-07 -0.812664 r- 4.10819e-06 Found lorentz at 22 3.54551 lm= 3.54551 1.51578e-06 -4.2915e-15 lp= 3.54551 1.51578e-06 -0.806535 r- 6.26459e-05 Found lorentz at 23 3.62378 lm= 3.62378 6.59813e-05 -9.26518e-17 lp= 3.62378 6.59813e-05 -0.781875 r- 0.00281295 Found lorentz at 24 3.71291 lm= 3.71291 3.44949e-05 -1.80679e-16 lp= 3.71291 3.44949e-05 -0.789462 r- 0.00145647 Found lorentz at 25 3.88989 lm= 3.88847 0.0163454 -3.98599e-19 lp= 3.88917 0.016454 -0.811004 r- 0.677567 Found lorentz at 26 4.16683 lm= 4.16682 0.00632052 -1.09804e-18 lp= 4.16682 0.00632054 -0.833078 r- 0.0377888 Found lorentz at 27 4.14238 lm= 4.14238 0.00164532 -3.85689e-18 lp= 4.14238 0.00164533 -0.796611 r- 0.0102873 Found lorentz at 28 4.24761 lm= 4.24761 0.000636068 -9.52569e-18 lp= 4.24761 0.000636078 -0.778404 r- 0.0057632 Found lorentz at 29 4.19158 lm= 4.19157 0.00160596 -3.81856e-18 lp= 4.19158 0.00160598 -0.783107 r- 0.0102144 Found lorentz at 30 4.42644 lm= 4.42643 0.0015625 -3.79872e-18 lp= 4.42644 0.00156255 -0.770438 r- 0.0141557 Found lorentz at 31 4.53204 lm= 4.53203 0.00236547 -2.52651e-18 lp= 4.53203 0.00236552 -0.773082 r- 0.0211283 Found lorentz at 32 4.53677 lm= 4.53676 0.00476507 -1.24999e-18 lp= 4.53677 0.00476509 -0.771771 r- 0.0426327 Found lorentz at 33 4.56988 lm= 4.56985 0.00363197 -1.60621e-18 lp= 4.56987 0.00363211 -0.763809 r- 0.0328352 Found lorentz at 34 4.57715 lm= 4.57713 0.00286559 -2.05023e-18 lp= 4.57714 0.0028657 -0.766515 r- 0.0258152 Found lorentz at 35 4.58419 lm= 4.58418 0.00275701 -2.10102e-18 lp= 4.58419 0.00275713 -0.76111 r- 0.0250136 Found lorentz at 36 4.63335 lm= 4.63333 0.00245443 -2.29907e-18 lp= 4.63334 0.00245458 -0.751226 r- 0.0223127 Found lorentz at 38 4.86589 lm= 4.8658 0.005321 -1.13502e-18 lp= 4.86585 0.0053224 -0.777284 r- 0.0462299 Found lorentz at 60 4.05285 lm= 4.05294 0.0287526 -2.28749e-19 lp= 4.0529 0.0287528 -0.810999 r- 0.176586 Found lorentz at 61 3.88426 lm= 3.88249 0.0207448 -3.07343e-19 lp= 3.88337 0.0208764 -0.802104 r- 0.869145 Found lorentz at 63 3.7744 lm= 3.77438 0.0110425 -5.81603e-19 lp= 3.77439 0.0110426 -0.801399 r- 0.459304 Found lorentz at 64 3.71703 lm= 3.71703 0.00393758 -1.86909e-18 lp= 3.71703 0.00393758 -0.857887 r- 0.152996 Found lorentz at 65 3.90397 lm= 3.90235 0.0130613 -4.5305e-19 lp= 3.90315 0.0132385 -0.776715 r- 0.570359 Found lorentz at 66 4.02722 lm= 4.02713 0.00780363 -8.78622e-19 lp= 4.02717 0.0078044 -0.828094 r- 0.0469424 Found lorentz at 67 4.00575 lm= 4.00567 0.00611538 -1.19374e-18 lp= 4.00571 0.00611641 -0.854515 r- 0.0356526 Found lorentz at 68 4.13426 lm= 4.1355 0.018381 -3.93594e-19 lp= 4.13488 0.0184538 -0.852976 r- 0.107879 Found lorentz at 69 4.45148 lm= 4.45119 0.0231607 -3.18271e-19 lp= 4.45134 0.0231639 -0.858651 r- 0.188297 Found lorentz at 70 4.71845 lm= 4.71983 0.0259396 -3.04885e-19 lp= 4.71914 0.0260039 -0.890878 r- 0.199465 Found lorentz at 71 4.75452 lm= 4.75475 0.0260513 -2.62655e-19 lp= 4.75464 0.0260531 -0.827236 r- 0.215068 Found lorentz at 72 4.45266 lm= 4.45258 0.0145414 -4.65015e-19 lp= 4.45262 0.0145418 -0.822328 r- 0.123427 Found lorentz at 73 4.48021 lm= 4.48088 0.0197903 -3.3893e-19 lp= 4.48054 0.01981 -0.819576 r- 0.168753 Found lorentz at 74 4.64854 lm= 4.64649 0.0176812 -3.97859e-19 lp= 4.6475 0.0178878 -0.845734 r- 0.144916 Found lorentz at 75 4.50606 lm= 4.50604 0.00366705 -1.9675e-18 lp= 4.50605 0.00366711 -0.849417 r- 0.0298102 Found lorentz at 76 4.80759 lm= 4.80563 0.0500926 -2.15906e-19 lp= 4.80661 0.0501592 -1.04095 r- 0.325422 Found lorentz at 78 4.74435 lm= 4.74395 0.0171763 -4.00822e-19 lp= 4.74415 0.0171844 -0.830017 r- 0.141398 Found lorentz at 80 4.82346 lm= 4.83005 0.0364043 -2.3507e-19 lp= 4.82686 0.0374452 -0.944023 r- 0.269995 Q = 7.990040309291405 n0=0.001168920123740046 n1=0.0005574869291798109 n2=0.0001732104458850592 n3=8.926350742521722e-05 n4=4.483610968202868e-05 n5=2.142789866416744e-06 n6=5.205165033769038e-06 n7=4.54686395563346e-05 n8=4.247136460838475e-06 n9=0.001485107069079545 n10=0.1044824202406068 n11=0.0001010045754370794 n12=8.511695078371011e-05 n13=7.564510317498414e-05 n14=6.824921680134736e-05 n15=6.400492068533628e-05 n16=6.749631562384632e-05 n17=0.1004744442370678 n18=1.531769156501492e-05 n19=0.7056667565041934 n20=9.444810938704035e-06 n21=1.836192132514585e-05 n22=2.443264526675721e-05 n23=3.161335844749286e-05 n24=2.655949204490774e-05 n25=2.734681993881209e-05 n26=5.259409840620724e-06 n27=1.317495683079329e-05 n28=5.789644730774439e-06 n29=2.400823412215206e-05 n30=8.826488068682974e-06 n31=1.071013310622151e-05 n32=8.750876560975366e-06 n33=8.867225219092868e-06 n34=6.519439164526243e-06 n35=1.57537738427152e-05 n36=3.731731466679177e-06 n37=4.818789905276401e-06 n38=4.388756072936594e-06 n39=8.020632029559441e-06 n40=6.062205985342206e-06 n41=4.826807882282431e-06 n42=2.476576263159443e-06 n43=3.653973359941547e-06 n44=3.29745594286956e-06 n45=4.637358869940225e-06 n46=4.964972576976956e-06 n47=4.26988579702867e-06 n48=2.298548005392956e-06 n49=2.763826381500844e-06 n50=1.383418998670437e-06 n51=1.801551463527351e-06 n52=1.600419138555118e-06 n53=5.39572217429504e-07 n54=2.232499861845273e-07 n55=8.81647329445896e-07 n56=1.660664961296633e-06 n57=7.576607034261563e-06 n58=0.0001124825884892652 n59=0.01331666551149265 n60=0.01756443606069187 n61=0.00490761114409482 n62=0.00962975068547898 n63=0.005288805143441725 n64=0.001821009678401446 n65=0.001599328832060599 n66=0.001042324134589971 n67=0.0009422251220398546 n68=0.0007805958644556916 n69=0.001842251102781816 n70=0.002528308032239276 n71=0.001545269502071273 n72=0.001911187861456621 n73=1.793474778744316e-05 n74=0.0007988222629538726 n75=0.006311921305725912 n76=0.000507944400125589 n77=7.597652166162798e-05 n78=0.0006022832258020401 n79=0.001811885911699391 n80=0.001091206674465298 n81=0.0002131195312856802 n82=0.0006745575073623527 n83=0.0001191543946888385 n84=0.0009768549191375082 n85=7.567457352125831e-05 n86=0.000532163960762713 n87=5.324664201022282e-05 n88=0.0001159991285005252 n89=0.0005183631093903399 n90=0.0001663151907781869 n91=0.0001536375309904808 n92=0.0005633711312452659 n93=5.512003927482922e-05 n94=0.0002531352780948814 n95=0.0007269146358251431 n96=0.002547288721739774 n97=0.0001866548339344763 n98=0.0001083043648508965 n99=0.0001017546743649875 n100=6.820866286607972e-05 n101=5.651013341579377e-05 n102=3.460497967278191e-05 n103=1.22603566810574e-05 n104=6.3788827128602e-05 n105=0.0001043079495638091 n106=7.338715739235415e-06 n107=3.069551996124927e-05 n108=2.556405324983126e-05 n109=1.063723542472651e-05 n110=3.24513867441694e-06 n111=8.36922666008869e-06 n112=1.169075426100974e-05 n113=1.502300641227326e-06 n114=2.920310492315716e-06 n115=0.00036885780083735 Q is here equal to 7.990040309291405 27.) nd: 6.08252120378106 Norm of Spectral functions:  0: 1.0012  1: 1.0008  2: 0.9996  3: 0.9996  4: 1.0024  5: 1.0047  6: 1.0035  7: 1.0034  8: 0.9986  9: 0.9998 10: 0.9999 11: 0.9995 12: 1.0003 13: 0.9987 14: 0.9981 15: 1.0011 16: 0.9988 17: 0.9990 18: 0.9995 19: 0.6352 20: 0.9949 21: 0.9993 22: 1.0010 23: 0.9998 24: 0.9997 25: 1.0088 26: 1.0099 27: 1.0064 28: 0.9945 29: 1.0269 30: 1.0023 31: 0.9934 32: 0.9957 33: 1.0012 34: 1.0026 35: 1.0056 36: 0.9565 37: 0.3587 38: 1.0052 39: 0.5461 40: 1.0878 41: 0.3928 42: 0.3435 43: 0.5142 44: 1.6021 45: 0.7315 46: 0.5311 47: 1.8003 48: 2.4850 49: 1.0418 50: 1.6294 51: 0.5115 52: 0.5161 53: 1.3111 54: 0.5004 55: 1.1487 56: 2.0753 57: 0.7630 58: 0.9997 59: 0.9998 60: 0.9596 61: 1.0111 62: 1.3683 63: 0.9857 64: 1.0107 65: 1.0081 66: 0.9610 67: 0.9923 68: 0.9710 69: 0.9999 70: 0.9908 71: 1.0029 72: 0.9978 73: 1.0796 74: 0.9808 75: 1.1100 76: 1.1184 77: 0.5231 78: 1.1107 79: 0.5330 80: 1.0702 81: 2.1217 82: 0.3922 83: 0.7988 84: 1.2513 85: 0.3873 86: 1.1434 87: 0.1916 88: 2.0907 89: 0.9410 90: 1.0000 91: 0.8958 92: 0.6669 93: 0.4413 94: 0.8329 95: 3.2582 96: 0.4122 97: 3.3043 98: 0.7240 99: 1.2577 100: 1.0750 101: 1.0798 102: 0.9334 103: 1.0267 104: 0.9777 105: 1.0032 106: 0.8918 107: 1.0864 108: 1.1400 109: 0.7277 110: 1.4176 111: 1.4268 112: 1.5054 113: 2.1945 114: 0.6345 115: 3.6739  0: 4.3836  1: 1.6989 27.) SelfConsistentStep 27.) Difference between steps: 0.6113 28.) DeterminSpectralFunctions ; lambda = -147.8486788745127 -1.927210885895931 Found lorentz at 10 0.601466 lm= 0.601466 8.11669e-21 -0.811669 lp= 0.601466 8.11669e-21 -0.811669 r- 3.40848e-24 Found lorentz at 11 1.142 lm= 1.142 7.84001e-21 -0.784001 lp= 1.142 7.84001e-21 -0.784001 r- 1.60809e-22 Found lorentz at 12 1.6829 lm= 1.6829 6.18895e-07 -9.53361e-15 lp= 1.6829 6.18895e-07 -0.768135 r- 2.68571e-05 Found lorentz at 13 2.04075 lm= 2.04075 1.35141e-07 -4.13959e-14 lp= 2.04075 1.35141e-07 -0.74795 r- 6.02274e-06 Found lorentz at 14 2.29776 lm= 2.29776 1.25909e-06 -4.15816e-15 lp= 2.29776 1.25909e-06 -0.723569 r- 5.80039e-05 Found lorentz at 15 2.47254 lm= 2.47254 2.96098e-06 -1.6718e-15 lp= 2.47254 2.96098e-06 -0.703574 r- 0.000140283 Found lorentz at 16 2.50228 lm= 2.50228 3.33938e-06 -1.45537e-15 lp= 2.50228 3.33938e-06 -0.69714 r- 0.00015967 Found lorentz at 17 2.38044 lm= 2.38044 7.56162e-21 -0.756162 lp= 2.38044 7.56162e-21 -0.756162 r- 2.40736e-21 Found lorentz at 18 3.05807 lm= 3.05807 2.9783e-07 -1.77078e-14 lp= 3.05807 2.9783e-07 -0.726219 r- 1.36704e-05 Found lorentz at 19 2.95 lm= 2.95 7.24257e-21 -0.724257 lp= 2.95 7.24257e-21 -0.724257 r- 4.50382e-21 Found lorentz at 20 3.69567 lm= 3.69538 0.00588538 -8.10991e-19 lp= 3.69552 0.00589764 -0.691897 r- 0.284299 Found lorentz at 21 3.41376 lm= 3.41376 6.24105e-08 -8.35421e-14 lp= 3.41376 6.24105e-08 -0.722074 r- 2.88108e-06 Found lorentz at 22 3.60957 lm= 3.60957 2.15467e-06 -2.31004e-15 lp= 3.60957 2.15467e-06 -0.705505 r- 0.000101803 Found lorentz at 23 3.61894 lm= 3.61892 0.00104524 -4.28102e-18 lp= 3.61893 0.00104549 -0.669044 r- 0.0520921 Found lorentz at 24 3.74266 lm= 3.74264 0.00140914 -3.23993e-18 lp= 3.74265 0.00140929 -0.675736 r- 0.0695206 Found lorentz at 25 3.82263 lm= 3.82161 0.0157697 -2.6989e-19 lp= 3.82212 0.0158281 -0.654113 r- 0.807448 Found lorentz at 26 4.20441 lm= 4.20409 0.00991771 -3.88585e-19 lp= 4.20425 0.00992659 -0.621193 r- 0.11273 Found lorentz at 27 4.1534 lm= 4.15325 0.00652279 -6.52987e-19 lp= 4.15333 0.00652559 -0.652833 r- 0.0497926 Found lorentz at 28 4.21572 lm= 4.21533 0.00785402 -4.11315e-19 lp= 4.21553 0.00787064 -0.569232 r- 0.0975753 Found lorentz at 29 4.13694 lm= 4.13662 0.00960307 -3.66947e-19 lp= 4.13678 0.00961223 -0.594022 r- 0.0806184 Found lorentz at 30 4.32099 lm= 4.32051 0.0113111 -3.0701e-19 lp= 4.32075 0.0113291 -0.589958 r- 0.135496 Found lorentz at 31 4.39657 lm= 4.3952 0.0158143 -1.74973e-19 lp= 4.39588 0.0159178 -0.52849 r- 0.210617 Found lorentz at 32 4.42574 lm= 4.42315 0.0215924 -1.27844e-19 lp= 4.42442 0.0218646 -0.530136 r- 0.288906 Found lorentz at 33 4.46969 lm= 4.46428 0.03276 -7.8496e-20 lp= 4.46691 0.0335384 -0.51573 r- 0.457007 Found lorentz at 34 4.33303 lm= 4.33204 0.0161475 -1.79342e-19 lp= 4.33254 0.0162003 -0.539396 r- 0.212021 Found lorentz at 35 4.45758 lm= 4.45212 0.0309485 -8.97714e-20 lp= 4.45476 0.0317878 -0.537334 r- 0.416143 Found lorentz at 36 4.54277 lm= 4.53939 0.0221624 -1.07969e-19 lp= 4.54104 0.0226127 -0.496282 r- 0.316463 Found lorentz at 59 3.09211 lm= 3.09274 0.0239073 -3.12717e-19 lp= 3.09243 0.0239221 -0.865035 r- 0.921981 Found lorentz at 60 4.35331 lm= 4.33641 0.126204 -1.16225e-19 lp= 4.34471 0.128181 -1.22469 r- 0.733809 Found lorentz at 61 4.4084 lm= 4.40816 0.0276928 -2.56489e-19 lp= 4.40828 0.0276947 -0.842828 r- 0.22935 Found lorentz at 62 4.53011 lm= 4.52703 0.0367905 -2.13367e-19 lp= 4.52856 0.0370167 -0.889889 r- 0.287732 Found lorentz at 63 4.4063 lm= 4.4066 0.0158577 -4.31867e-19 lp= 4.40645 0.0158626 -0.827736 r- 0.133769 Found lorentz at 64 4.37985 lm= 4.37988 0.00780383 -9.21503e-19 lp= 4.37987 0.00780393 -0.848021 r- 0.0642306 Found lorentz at 65 4.62088 lm= 4.62052 0.0230808 -2.9426e-19 lp= 4.6207 0.0230858 -0.824248 r- 0.193408 Found lorentz at 66 4.74635 lm= 4.75994 0.0376262 -2.70076e-19 lp= 4.75403 0.0418369 -1.08975 r- 0.271004 Found lorentz at 67 4.68588 lm= 4.65567 0.059886 -2.00578e-19 lp= 4.66693 0.0726981 -1.26858 r- 0.417921 Found lorentz at 68 4.77807 lm= 4.7796 0.0334365 -2.32831e-19 lp= 4.77884 0.0334979 -0.883487 r- 0.256099 Q = 7.984479088977895 n0=0.001094421202688412 n1=0.0004800002022342363 n2=0.0001412874742010301 n3=7.278665327828809e-05 n4=3.52667467631824e-05 n5=1.833568015564515e-06 n6=4.504250670951022e-06 n7=4.152204188300525e-05 n8=3.928543051792745e-06 n9=0.001497141434839732 n10=0.1017228403376526 n11=0.2946629811705054 n12=7.620277278803822e-05 n13=6.732604863786393e-05 n14=6.001595238587692e-05 n15=5.57260326328669e-05 n16=6.02174116666603e-05 n17=0.09471665168434815 n18=1.477177950155619e-05 n19=0.438493598026769 n20=8.98670223250915e-06 n21=1.778319626406686e-05 n22=2.346291723666766e-05 n23=3.135884198145075e-05 n24=2.591052543736382e-05 n25=2.724738436243533e-05 n26=5.11323282222114e-06 n27=1.284351837537978e-05 n28=5.694987247183693e-06 n29=2.351587781376399e-05 n30=8.59939793676513e-06 n31=1.044452607982869e-05 n32=8.741000119846304e-06 n33=8.654634946465432e-06 n34=6.435702019373118e-06 n35=1.537007140247298e-05 n36=3.628940638530225e-06 n37=4.780584528350583e-06 n38=4.157801892715074e-06 n39=7.92911679128182e-06 n40=6.022922317340284e-06 n41=4.611995213106488e-06 n42=2.423724080381163e-06 n43=3.843210306977478e-06 n44=3.259209836383491e-06 n45=4.545136028437757e-06 n46=4.944187127962016e-06 n47=4.581500977096287e-06 n48=2.322431037237152e-06 n49=2.769544732184736e-06 n50=1.38281583294179e-06 n51=1.769449677309864e-06 n52=1.673596232368554e-06 n53=5.725426677074194e-07 n54=2.554290044901813e-07 n55=8.692008911531264e-07 n56=1.717125472429061e-06 n57=7.562924281769282e-06 n58=0.0001210439377056566 n59=0.01001036169118767 n60=0.01526646334089648 n61=0.00331908630661774 n62=0.006788830202319804 n63=0.003121143353867755 n64=0.00149479976912637 n65=0.001324107890329244 n66=0.0008690700783126266 n67=0.0007833512976190039 n68=0.0005541233921092002 n69=0.001420923623675576 n70=0.00208304757885691 n71=0.001059681467976732 n72=0.001260932124499385 n73=1.41164728991099e-05 n74=0.0004466664028313962 n75=0.005294708690796505 n76=0.0004360702588364154 n77=4.64093609756759e-05 n78=0.000512654434313692 n79=0.001465503550500653 n80=0.000938321586314755 n81=0.0001610760052938393 n82=0.0005752128456179228 n83=9.890151286863949e-05 n84=0.0008356522301811677 n85=6.509855355108096e-05 n86=0.0004294980873364584 n87=4.550636855694634e-05 n88=8.955492126051105e-05 n89=0.0003718954323938173 n90=0.000142381256256816 n91=0.0001296323671960752 n92=0.0004642270540808711 n93=4.791651735285529e-05 n94=0.000220020378445654 n95=0.000617421780759459 n96=0.002245087936100354 n97=0.0001727128653996451 n98=9.827813479037606e-05 n99=9.423088967550023e-05 n100=6.190796181655828e-05 n101=5.174483808906965e-05 n102=3.191078635668518e-05 n103=1.136646374470495e-05 n104=6.442011228607961e-05 n105=0.0001092443137916333 n106=7.486670044129549e-06 n107=3.138686184852246e-05 n108=2.565383729946716e-05 n109=1.10115304451555e-05 n110=3.363748788686379e-06 n111=8.480535523852048e-06 n112=1.196844584450385e-05 n113=1.55317022599283e-06 n114=3.015047413279616e-06 n115=0.0004109544864351982 Q is here equal to 7.984479088977895 28.) nd: 6.064098145404122 Norm of Spectral functions:  0: 1.0010  1: 1.0004  2: 0.9993  3: 0.9997  4: 1.0036  5: 1.0041  6: 1.0003  7: 0.9999  8: 0.9990  9: 0.9999 10: 1.0019 11: 1.0004 12: 1.0005 13: 1.0002 14: 0.9982 15: 0.9968 16: 0.9965 17: 0.9985 18: 1.0004 19: 0.5530 20: 1.0046 21: 0.9998 22: 1.0035 23: 0.9905 24: 0.9977 25: 1.0026 26: 0.9668 27: 1.0273 28: 0.9048 29: 1.0210 30: 1.0394 31: 0.9635 32: 0.9989 33: 1.0148 34: 1.0299 35: 1.0099 36: 0.9559 37: 0.9841 38: 0.9990 39: 0.9978 40: 0.9982 41: 1.0205 42: 1.0292 43: 1.0412 44: 1.0190 45: 1.0096 46: 1.0035 47: 0.9986 48: 1.0011 49: 1.0048 50: 0.9880 51: 0.9963 52: 1.0003 53: 0.9977 54: 1.0034 55: 0.9896 56: 1.0024 57: 1.0084 58: 0.9992 59: 1.0005 60: 0.9691 61: 0.9951 62: 1.0013 63: 0.9910 64: 0.9861 65: 0.9551 66: 1.0468 67: 1.0008 68: 0.9785 69: 0.9356 70: 0.8195 71: 0.7278 72: 0.8028 73: 0.3683 74: 1.1504 75: 1.6822 76: 3.0439 77: 2.3415 78: 0.6072 79: 1.1374 80: 2.3797 81: 0.6145 82: 0.3932 83: 0.9513 84: 2.6270 85: 0.4213 86: 0.9199 87: 0.4154 88: 0.8964 89: 0.9961 90: 1.1578 91: 1.0522 92: 1.1509 93: 1.9197 94: 1.8156 95: 1.0656 96: 0.8458 97: 0.2111 98: 1.8083 99: 0.6095 100: 0.8455 101: 0.9032 102: 0.9443 103: 0.7794 104: 1.1283 105: 1.0839 106: 1.8674 107: 1.3764 108: 0.6945 109: 0.5392 110: 0.8873 111: 0.8613 112: 0.7286 113: 0.4394 114: 0.2320 115: 0.0761  0: 4.4179  1: 1.6462 28.) SelfConsistentStep 28.) Difference between steps: 0.6282 29.) DeterminSpectralFunctions ; lambda = -148.0432251926807 -2.121757204063869 Found lorentz at 10 0.780401 lm= 0.780401 8.00603e-21 -0.800603 lp= 0.780401 8.00603e-21 -0.800603 r- 1.06738e-23 Found lorentz at 11 1.31478 lm= 1.31478 7.73185e-21 -0.773185 lp= 1.31478 7.73185e-21 -0.773185 r- 1.45951e-22 Found lorentz at 12 1.84721 lm= 1.84721 3.50483e-07 -1.61917e-14 lp= 1.84721 3.50483e-07 -0.753321 r- 1.55084e-05 Found lorentz at 13 2.18223 lm= 2.18223 2.29609e-07 -2.32507e-14 lp= 2.18223 2.29609e-07 -0.730656 r- 1.0475e-05 Found lorentz at 14 2.41792 lm= 2.41792 1.30621e-06 -3.80683e-15 lp= 2.41792 1.30621e-06 -0.70516 r- 6.17452e-05 Found lorentz at 15 2.52292 lm= 2.52292 2.40131e-06 -1.97621e-15 lp= 2.52292 2.40131e-06 -0.688875 r- 0.000116195 Found lorentz at 16 2.56653 lm= 2.56653 3.11793e-06 -1.47678e-15 lp= 2.56653 3.11793e-06 -0.678565 r- 0.000153163 Found lorentz at 17 2.50848 lm= 2.50848 7.41467e-21 -0.741467 lp= 2.50848 7.41467e-21 -0.741467 r- 2.39611e-21 Found lorentz at 18 3.16785 lm= 3.16785 1.10828e-06 -4.49144e-15 lp= 3.16785 1.10828e-06 -0.705533 r- 5.23613e-05 Found lorentz at 19 2.95 lm= 2.95 7.02411e-21 -0.702411 lp= 2.95 7.02411e-21 -0.702411 r- 2.70229e-21 Found lorentz at 20 3.74982 lm= 3.74955 0.00604793 -7.46091e-19 lp= 3.74969 0.00605815 -0.672548 r- 0.300404 Found lorentz at 21 3.58329 lm= 3.58329 3.85391e-07 -1.28587e-14 lp= 3.58329 3.85391e-07 -0.703962 r- 1.82487e-05 Found lorentz at 22 3.71131 lm= 3.71131 0.000188005 -2.47111e-17 lp= 3.71131 0.000188008 -0.681611 r- 0.00919437 Found lorentz at 23 3.62377 lm= 3.62376 0.000659945 -6.4887e-18 lp= 3.62376 0.000659999 -0.654422 r- 0.0336182 Found lorentz at 24 3.80232 lm= 3.80231 0.00125206 -3.45725e-18 lp= 3.80231 0.00125212 -0.657952 r- 0.0634364 Found lorentz at 26 4.2848 lm= 4.2846 0.00933492 -4.30911e-19 lp= 4.2847 0.00933884 -0.634424 r- 0.10383 Found lorentz at 27 4.24656 lm= 4.24645 0.00520016 -7.00879e-19 lp= 4.24651 0.00520233 -0.603892 r- 0.060764 Found lorentz at 28 4.33015 lm= 4.32982 0.00924687 -3.82132e-19 lp= 4.32998 0.00925726 -0.594912 r- 0.109781 Found lorentz at 29 4.20952 lm= 4.20919 0.00682575 -3.90168e-19 lp= 4.20936 0.00684012 -0.516837 r- 0.0933958 Found lorentz at 30 4.44525 lm= 4.44374 0.0168756 -1.80753e-19 lp= 4.44449 0.0169947 -0.555083 r- 0.214125 Found lorentz at 31 4.51656 lm= 4.51306 0.0197791 -1.21288e-19 lp= 4.51475 0.020317 -0.499335 r- 0.283161 Found lorentz at 32 4.48834 lm= 4.48543 0.0175318 -1.34522e-19 lp= 4.48684 0.0179526 -0.493982 r- 0.252684 Found lorentz at 33 4.57792 lm= 4.5647 0.046754 -5.59907e-20 lp= 4.57078 0.0499812 -0.537069 r- 0.655685 Found lorentz at 34 4.47556 lm= 4.46969 0.033219 -8.05404e-20 lp= 4.47253 0.0341208 -0.527309 r- 0.455182 Found lorentz at 35 4.52032 lm= 4.5149 0.0285997 -8.87031e-20 lp= 4.51752 0.0294931 -0.514952 r- 0.399053 Found lorentz at 36 4.67103 lm= 4.65643 0.0376112 -7.43397e-20 lp= 4.66263 0.0424572 -0.578226 r- 0.521043 Found lorentz at 60 4.83244 lm= 4.83952 0.0794169 -9.99123e-20 lp= 4.83601 0.0799683 -0.895192 r- 0.604265 Q = 8.011006414303033 n0=0.001078003405351414 n1=0.0005699339789098343 n2=0.0001903676948861512 n3=9.763466871323215e-05 n4=5.162570373756496e-05 n5=2.159325276443436e-06 n6=5.446091614246839e-06 n7=4.502185203505102e-05 n8=4.15521420003997e-06 n9=0.001319099834252266 n10=0.09999548725505274 n11=0.2896222778990742 n12=6.434610237710886e-05 n13=5.744826023127082e-05 n14=5.055685673319329e-05 n15=4.690848008896595e-05 n16=5.070962918828363e-05 n17=0.09256740635052289 n18=1.31589922909708e-05 n19=0.4475671222969643 n20=7.869688106464912e-06 n21=1.575077108033253e-05 n22=2.121202923268317e-05 n23=2.916360320266058e-05 n24=2.383319450631835e-05 n25=2.475075332111652e-05 n26=4.57206615303539e-06 n27=1.180157564089157e-05 n28=5.108775212516231e-06 n29=2.154288511508448e-05 n30=7.580512254581266e-06 n31=9.141974047948928e-06 n32=8.049580971071731e-06 n33=7.756072132364573e-06 n34=5.564186405401764e-06 n35=1.382455812875815e-05 n36=3.185550674176966e-06 n37=4.294875241428031e-06 n38=3.655440679134253e-06 n39=7.043560733536913e-06 n40=5.317447637228903e-06 n41=4.110997639291443e-06 n42=2.152262861288778e-06 n43=3.647400388408947e-06 n44=2.94538586979579e-06 n45=4.16457874625253e-06 n46=4.472603232838998e-06 n47=4.403188962460618e-06 n48=2.145897317236287e-06 n49=2.521888987242912e-06 n50=1.258688850713313e-06 n51=1.618517165689641e-06 n52=1.594947799486661e-06 n53=5.478642618442604e-07 n54=2.558940111921699e-07 n55=8.060591895158528e-07 n56=1.632469216503404e-06 n57=7.096407378013783e-06 n58=0.0001196703325208901 n59=0.01307838191616782 n60=0.01397587536516691 n61=0.004124338388557051 n62=0.007756410084775647 n63=0.004410779893895359 n64=0.0009798948116521121 n65=0.0008959025531702693 n66=0.0005908347794800961 n67=0.0005288135303999313 n68=0.0005714643125361953 n69=0.00134905664581688 n70=0.001726819687167094 n71=0.001280263962067454 n72=0.001555655312153334 n73=9.490103636159151e-06 n74=0.0007352850580109835 n75=0.003620378939841789 n76=0.000303040328378935 n77=6.550595119443611e-05 n78=0.0003557617745708637 n79=0.001272582826603101 n80=0.0006505576336610978 n81=0.000158280915336961 n82=0.0003988162538383368 n83=8.03110944140525e-05 n84=0.0005807625951396658 n85=4.534828216661375e-05 n86=0.0003651106206229376 n87=3.1599374195236e-05 n88=8.575166875406166e-05 n89=0.0004239565803926775 n90=0.0001031997617263917 n91=0.0001042590473250615 n92=0.0003865110758372442 n93=3.386473328840739e-05 n94=0.0001549572399348739 n95=0.0004804804250296969 n96=0.001831828108495141 n97=0.0001497152483585383 n98=8.334237929233054e-05 n99=8.100782798088728e-05 n100=5.205292664511073e-05 n101=4.373638895384633e-05 n102=2.7122058295748e-05 n103=9.686644302657644e-06 n104=5.958607025685445e-05 n105=0.0001026338826328613 n106=6.684381606886623e-06 n107=2.939394850232908e-05 n108=2.25627797976847e-05 n109=1.022818056962458e-05 n110=3.170577795385977e-06 n111=7.606890795543667e-06 n112=1.103920646702491e-05 n113=1.414461581864113e-06 n114=2.85085743391121e-06 n115=0.0003890992769548664 Q is here equal to 8.011006414303033 29.) nd: 6.063924551842873 Norm of Spectral functions:  0: 1.0008  1: 1.0001  2: 0.9985  3: 1.0004  4: 1.0037  5: 1.0001  6: 0.9986  7: 0.9984  8: 0.9994  9: 0.9996 10: 0.9985 11: 0.9997 12: 0.9988 13: 0.9990 14: 0.9980 15: 1.0003 16: 0.9975 17: 0.9993 18: 0.9988 19: 0.5787 20: 1.0060 21: 0.9979 22: 0.9977 23: 0.9985 24: 0.9980 25: 1.0294 26: 1.0013 27: 0.9775 28: 1.0445 29: 0.8937 30: 1.0230 31: 0.9136 32: 0.9747 33: 0.9855 34: 1.0141 35: 0.9499 36: 0.9602 37: 0.9542 38: 1.0067 39: 0.9989 40: 1.0057 41: 1.0360 42: 0.9905 43: 1.0113 44: 0.9943 45: 1.0062 46: 0.9973 47: 0.9866 48: 1.0001 49: 1.0017 50: 0.9978 51: 1.0022 52: 0.9981 53: 0.9979 54: 0.9998 55: 0.9789 56: 1.0020 57: 1.0032 58: 1.0004 59: 0.9917 60: 0.9961 61: 1.0048 62: 1.0348 63: 1.0386 64: 0.4498 65: 0.8437 66: 0.6872 67: 0.3815 68: 0.9211 69: 0.9955 70: 1.0004 71: 0.9934 72: 1.0599 73: 1.1111 74: 1.0237 75: 0.5741 76: 0.9833 77: 0.7954 78: 1.0557 79: 0.8792 80: 1.0353 81: 1.1418 82: 0.6931 83: 0.9969 84: 1.3613 85: 0.8264 86: 0.9985 87: 0.6291 88: 1.0628 89: 0.9372 90: 0.7747 91: 1.0224 92: 0.9440 93: 0.9221 94: 1.0023 95: 0.7954 96: 1.0122 97: 7.8252 98: 0.4043 99: 1.0971 100: 1.0703 101: 0.9538 102: 1.2488 103: 1.5896 104: 0.8822 105: 0.5998 106: 0.4912 107: 0.5384 108: 0.4435 109: 2.5655 110: 0.3140 111: 0.2542 112: 0.2481 113: 0.1749 114: 0.7037 115: 0.0412  0: 4.4164  1: 1.6475 29.) SelfConsistentStep 29.) Difference between steps: 0.5453 30.) DeterminSpectralFunctions ; lambda = -147.8178238838306 -1.896355895213816 Found lorentz at 10 0.623255 lm= 0.623255 8.16633e-21 -0.816633 lp= 0.623255 8.16633e-21 -0.816633 r- 1.2457e-24 Found lorentz at 11 1.17333 lm= 1.17333 7.97032e-21 -0.797032 lp= 1.17333 7.97032e-21 -0.797032 r- 6.17139e-23 Found lorentz at 12 1.70699 lm= 1.70699 2.73803e-07 -2.23695e-14 lp= 1.70699 2.73803e-07 -0.782613 r- 1.16619e-05 Found lorentz at 13 2.06981 lm= 2.06981 6.06341e-08 -9.65444e-14 lp= 2.06981 6.06341e-08 -0.765107 r- 2.64164e-06 Found lorentz at 14 2.33326 lm= 2.33326 5.46727e-07 -1.01284e-14 lp= 2.33326 5.46727e-07 -0.744142 r- 2.44902e-05 Found lorentz at 15 2.50176 lm= 2.50176 7.55641e-05 -6.96409e-17 lp= 2.50176 7.55641e-05 -0.725421 r- 0.0034722 Found lorentz at 16 2.53372 lm= 2.53372 8.98541e-05 -5.77445e-17 lp= 2.53372 8.98541e-05 -0.720318 r- 0.00415808 Found lorentz at 17 2.37706 lm= 2.37706 7.72309e-21 -0.772309 lp= 2.37706 7.72309e-21 -0.772309 r- 8.55308e-22 Found lorentz at 18 3.06935 lm= 3.06935 1.39611e-07 -4.00893e-14 lp= 3.06935 1.39611e-07 -0.748124 r- 6.22047e-06 Found lorentz at 19 2.95 lm= 2.95 7.4395e-21 -0.74395 lp= 2.95 7.4395e-21 -0.74395 r- 1.62137e-21 Found lorentz at 20 3.6776 lm= 3.67755 0.00229341 -2.23067e-18 lp= 3.67757 0.00229461 -0.715518 r- 0.106913 Found lorentz at 21 3.47118 lm= 3.47118 4.63313e-08 -1.21516e-13 lp= 3.47118 4.63313e-08 -0.750333 r- 2.05825e-06 Found lorentz at 22 3.60932 lm= 3.60932 8.06952e-07 -6.72076e-15 lp= 3.60932 8.06952e-07 -0.736433 r- 3.65253e-05 Found lorentz at 23 3.60961 lm= 3.60961 0.000340468 -1.47036e-17 lp= 3.60961 0.000340475 -0.707548 r- 0.0160402 Found lorentz at 24 3.72953 lm= 3.72953 0.000482507 -1.05632e-17 lp= 3.72953 0.000482514 -0.713929 r- 0.0225287 Found lorentz at 25 3.89151 lm= 3.89089 0.0128665 -3.83443e-19 lp= 3.8912 0.0128927 -0.703416 r- 0.611313 Found lorentz at 26 4.20133 lm= 4.20122 0.00695873 -6.90121e-19 lp= 4.20128 0.00696043 -0.693112 r- 0.0708303 Found lorentz at 27 4.18137 lm= 4.18134 0.0034097 -1.46056e-18 lp= 4.18135 0.0034101 -0.705756 r- 0.0240669 Found lorentz at 28 4.25719 lm= 4.25707 0.00468668 -9.06341e-19 lp= 4.25713 0.00468925 -0.652001 r- 0.0507316 Found lorentz at 29 4.16916 lm= 4.16908 0.00500502 -8.75244e-19 lp= 4.16912 0.00500624 -0.661977 r- 0.0376697 Found lorentz at 30 4.39476 lm= 4.39422 0.00880368 -4.35215e-19 lp= 4.39449 0.0088329 -0.620458 r- 0.0994572 Found lorentz at 31 4.47687 lm= 4.47637 0.0117047 -3.41517e-19 lp= 4.47662 0.0117238 -0.632982 r- 0.129334 Found lorentz at 32 4.48694 lm= 4.48534 0.0137575 -2.37841e-19 lp= 4.48613 0.0139191 -0.576827 r- 0.167181 Found lorentz at 33 4.53813 lm= 4.53301 0.0265804 -1.31147e-19 lp= 4.53547 0.0274394 -0.604095 r- 0.316579 Found lorentz at 34 4.4651 lm= 4.46237 0.0225053 -1.57528e-19 lp= 4.46371 0.0227949 -0.600897 r- 0.265751 Found lorentz at 35 4.49743 lm= 4.49512 0.0176274 -1.90945e-19 lp= 4.49626 0.0178908 -0.586363 r- 0.211586 Found lorentz at 36 4.6079 lm= 4.60667 0.0166922 -2.19635e-19 lp= 4.60728 0.0167714 -0.607543 r- 0.190872 Found lorentz at 38 4.84575 lm= 4.8392 0.0557914 -8.98144e-20 lp= 4.84243 0.0564647 -0.713984 r- 0.535739 Found lorentz at 60 4.56651 lm= 4.55106 0.0957311 -1.09243e-19 lp= 4.55858 0.0979036 -1.03926 r- 0.654745 Q = 7.994719748711848 n0=0.001149989998163139 n1=0.0006600896024062085 n2=0.0002315721315066263 n3=0.0001188518178130207 n4=6.424927933690899e-05 n5=2.452942082342389e-06 n6=6.312145539416662e-06 n7=4.918092502641987e-05 n8=4.454528143341066e-06 n9=0.001279902650412918 n10=0.1022080418642562 n11=0.2991649354427806 n12=6.729272033748499e-05 n13=5.937968196280949e-05 n14=5.198125717296342e-05 n15=4.769663790453682e-05 n16=5.154234099102359e-05 n17=0.09661397182074789 n18=1.339106530455851e-05 n19=0.4214468396775064 n20=8.036433709663489e-06 n21=1.608908136068389e-05 n22=2.166881844944311e-05 n23=2.930664948767809e-05 n24=2.417589692399712e-05 n25=2.481078964460941e-05 n26=4.655738611922799e-06 n27=1.193318012572448e-05 n28=5.167842432360722e-06 n29=2.181728024498726e-05 n30=7.694032178653557e-06 n31=9.302063478338136e-06 n32=8.108430955487966e-06 n33=7.861283378739145e-06 n34=5.656776538810472e-06 n35=1.401560733186908e-05 n36=3.24805571803382e-06 n37=4.337847268701836e-06 n38=3.749100186232021e-06 n39=7.153386036079621e-06 n40=5.386088753372881e-06 n41=4.203176858507755e-06 n42=2.186467402694114e-06 n43=3.63254786363552e-06 n44=2.982286407595459e-06 n45=4.230274330347358e-06 n46=4.524868892057804e-06 n47=4.351135179160153e-06 n48=2.165879162066127e-06 n49=2.541402000394629e-06 n50=1.272467351995665e-06 n51=1.646469748977275e-06 n52=1.590810782634493e-06 n53=5.460555201064057e-07 n54=2.514339447871971e-07 n55=8.169180459901473e-07 n56=1.637441222252713e-06 n57=7.176064355841334e-06 n58=0.0001190838617212373 n59=0.01943816231503304 n60=0.01543862496555812 n61=0.0049036526004456 n62=0.008874589000607395 n63=0.005338953637078596 n64=0.0008967365731111829 n65=0.0007970848395971892 n66=0.0005274696946378395 n67=0.0004739862396348949 n68=0.0006379116141910357 n69=0.00141818643304451 n70=0.001674959519096765 n71=0.00145249789530444 n72=0.001783337969805047 n73=8.44953637888722e-06 n74=0.0009046399705344981 n75=0.003182617960221052 n76=0.0002713722483614611 n77=7.744027025804274e-05 n78=0.0003146447234148194 n79=0.001245026587727395 n80=0.0005847175522964922 n81=0.0001660413913100148 n82=0.0003510391842397032 n83=7.661976997853912e-05 n84=0.0005122213073181814 n85=4.03969579484296e-05 n86=0.0003572756640656059 n87=2.772624686498545e-05 n88=8.902906765728156e-05 n89=0.000467342157518435 n90=9.29165136192978e-05 n91=9.927064501554919e-05 n92=0.0003641901557641734 n93=2.990797284419478e-05 n94=0.0001371641301076608 n95=0.0004472632419928099 n96=0.001721366890636642 n97=0.0001486118041092772 n98=8.307205404716305e-05 n99=8.062061477458776e-05 n100=5.203143315316145e-05 n101=4.373825789983957e-05 n102=2.709122621571722e-05 n103=9.672150400590213e-06 n104=5.846532877773219e-05 n105=0.000100239564212686 n106=6.611920422188838e-06 n107=2.877201763463277e-05 n108=2.242763763290026e-05 n109=1.001155701831362e-05 n110=3.094543483176118e-06 n111=7.519372934292119e-06 n112=1.083588195097929e-05 n113=1.391350448651091e-06 n114=2.779044559084758e-06 n115=0.000377038324104552 Q is here equal to 7.994719748711848 30.) nd: 6.073805825590353 Norm of Spectral functions:  0: 1.0007  1: 1.0001  2: 0.9989  3: 1.0001  4: 1.0024  5: 1.0013  6: 1.0003  7: 1.0001  8: 0.9992  9: 0.9996 10: 0.9968 11: 1.0006 12: 1.0002 13: 1.0005 14: 0.9998 15: 0.9962 16: 0.9974 17: 1.0011 18: 1.0017 19: 0.5192 20: 0.9851 21: 0.9995 22: 1.0022 23: 1.0278 24: 1.0156 25: 1.0030 26: 0.9813 27: 1.0371 28: 0.9810 29: 1.0338 30: 0.9661 31: 1.0319 32: 0.9737 33: 0.9540 34: 1.0235 35: 0.9559 36: 1.0358 37: 1.0491 38: 1.0009 39: 1.0098 40: 0.9860 41: 0.9068 42: 1.0157 43: 1.1564 44: 1.0629 45: 0.9643 46: 0.9906 47: 0.9665 48: 1.0025 49: 1.0172 50: 1.0001 51: 1.0058 52: 0.9993 53: 0.9824 54: 1.0124 55: 1.1003 56: 0.9967 57: 0.9971 58: 0.9994 59: 0.9984 60: 1.0014 61: 1.0912 62: 1.0151 63: 0.9541 64: 1.3775 65: 0.7670 66: 0.4987 67: 0.3712 68: 1.0475 69: 1.0226 70: 1.0138 71: 0.9783 72: 0.9889 73: 0.9365 74: 0.9733 75: 3.6848 76: 1.0651 77: 1.3027 78: 1.0548 79: 1.0230 80: 1.2364 81: 0.9314 82: 0.6182 83: 0.9935 84: 0.8170 85: 0.7763 86: 1.0630 87: 0.6488 88: 0.9936 89: 0.9979 90: 0.9951 91: 0.9645 92: 0.9774 93: 0.8597 94: 0.8896 95: 0.8456 96: 1.0228 97: 0.2052 98: 1.2284 99: 0.8495 100: 1.2563 101: 1.1910 102: 0.7026 103: 0.6031 104: 1.0551 105: 1.2582 106: 1.1727 107: 2.0268 108: 0.7749 109: 0.3302 110: 1.5334 111: 1.5106 112: 1.2119 113: 0.5227 114: 0.1669 115: 0.0787  0: 4.4177  1: 1.6561 30.) SelfConsistentStep 30.) Difference between steps: 0.4272 31.) DeterminSpectralFunctions ; lambda = -148.0378369431109 -2.116368954494078 Found lorentz at 10 0.797048 lm= 0.797048 8.0808e-21 -0.80808 lp= 0.797048 8.0808e-21 -0.80808 r- 4.44863e-24 Found lorentz at 11 1.35762 lm= 1.35762 6.58293e-09 -9.38082e-13 lp= 1.35762 6.58293e-09 -0.785833 r- 2.79234e-07 Found lorentz at 12 1.88561 lm= 1.88561 1.44065e-07 -4.07595e-14 lp= 1.88561 1.44065e-07 -0.76629 r- 6.26676e-06 Found lorentz at 13 2.25616 lm= 2.25616 1.28658e-07 -4.30141e-14 lp= 2.25616 1.28658e-07 -0.743916 r- 5.7649e-06 Found lorentz at 14 2.52984 lm= 2.52984 7.37658e-05 -6.94215e-17 lp= 2.52984 7.37659e-05 -0.715608 r- 0.00343605 Found lorentz at 15 2.70037 lm= 2.70036 0.000547806 -8.62877e-18 lp= 2.70036 0.000547811 -0.687528 r- 0.0265595 Found lorentz at 16 2.65284 lm= 2.65284 0.000397277 -1.17884e-17 lp= 2.65284 0.000397279 -0.684347 r- 0.0193508 Found lorentz at 17 2.54631 lm= 2.54631 7.5936e-21 -0.75936 lp= 2.54631 7.5936e-21 -0.75936 r- 9.52246e-22 Found lorentz at 18 3.24581 lm= 3.24581 1.2175e-06 -4.39573e-15 lp= 3.24581 1.2175e-06 -0.731559 r- 5.54749e-05 Found lorentz at 19 2.95 lm= 2.95 7.32875e-21 -0.732875 lp= 2.95 7.32875e-21 -0.732875 r- 9.72825e-22 Found lorentz at 20 3.86865 lm= 3.86805 0.0133165 -4.16776e-19 lp= 3.86835 0.0133404 -0.745937 r- 0.59644 Found lorentz at 21 3.67018 lm= 3.67018 2.23501e-05 -2.47219e-16 lp= 3.67018 2.23501e-05 -0.743329 r- 0.00100225 Found lorentz at 22 3.81119 lm= 3.81119 0.000466374 -1.14445e-17 lp= 3.81119 0.00046638 -0.730585 r- 0.0212789 Found lorentz at 23 3.80532 lm= 3.80528 0.00505624 -9.89172e-19 lp= 3.8053 0.00505654 -0.707242 r- 0.238326 Found lorentz at 24 3.96054 lm= 3.96053 0.0024212 -2.09031e-18 lp= 3.96053 0.00242121 -0.711414 r- 0.113446 Found lorentz at 25 4.04452 lm= 4.04411 0.0185842 -2.44636e-19 lp= 4.04431 0.018592 -0.674469 r- 0.137312 Found lorentz at 26 4.39974 lm= 4.39946 0.00920172 -5.17144e-19 lp= 4.3996 0.00920939 -0.690238 r- 0.0931469 Found lorentz at 27 4.39666 lm= 4.3965 0.00559006 -7.83721e-19 lp= 4.39658 0.00559392 -0.662221 r- 0.0589701 Found lorentz at 28 4.44751 lm= 4.44691 0.0104684 -4.09295e-19 lp= 4.44721 0.0104987 -0.655927 r- 0.111808 Found lorentz at 29 4.33687 lm= 4.3367 0.00700473 -5.82173e-19 lp= 4.33679 0.00700844 -0.638831 r- 0.0773851 Found lorentz at 30 4.5982 lm= 4.59546 0.0228339 -1.81335e-19 lp= 4.59681 0.0231196 -0.649233 r- 0.246774 Found lorentz at 31 4.68772 lm= 4.67885 0.033705 -1.24368e-19 lp= 4.68297 0.0357264 -0.675366 r- 0.367599 Found lorentz at 32 4.72413 lm= 4.71282 0.0443544 -9.72631e-20 lp= 4.71811 0.0468548 -0.683429 r- 0.475906 Found lorentz at 33 4.77225 lm= 4.75667 0.0640115 -7.26568e-20 lp= 4.764 0.0672988 -0.707132 r- 0.659663 Found lorentz at 34 4.72971 lm= 4.71682 0.0700807 -8.18042e-20 lp= 4.72305 0.072145 -0.77314 r- 0.642651 Found lorentz at 35 4.68246 lm= 4.67442 0.0349667 -1.17407e-19 lp= 4.67822 0.0365721 -0.661847 r- 0.382393 Found lorentz at 36 4.80784 lm= 4.80041 0.0434863 -1.10768e-19 lp= 4.80402 0.044593 -0.706687 r- 0.429126 Found lorentz at 59 3.25998 lm= 3.26102 0.0231485 -3.19346e-19 lp= 3.2605 0.0231892 -0.860869 r- 0.89835 Q = 8.00276430009327 n0=0.001105209150204931 n1=0.0006765328212790947 n2=0.0002437283398410991 n3=0.0001245810715974408 n4=6.887765327118659e-05 n5=2.535346917657179e-06 n6=6.497766122425474e-06 n7=4.969106248255058e-05 n8=4.484579827177917e-06 n9=0.001181421788783178 n10=0.1010329465162028 n11=7.929071492892224e-05 n12=6.778544032700751e-05 n13=6.059384288456604e-05 n14=5.411708557356231e-05 n15=5.050542611751999e-05 n16=5.505909312269622e-05 n17=0.09489846478513307 n18=1.311243381524369e-05 n19=0.7283208925063946 n20=7.990839508546616e-06 n21=1.574179701535957e-05 n22=2.110936222937972e-05 n23=2.827844607064843e-05 n24=2.334243124371405e-05 n25=2.428248042880999e-05 n26=4.562122029792959e-06 n27=1.159420287196205e-05 n28=5.064058762163344e-06 n29=2.127392508517827e-05 n30=7.615007908430836e-06 n31=9.197302824960317e-06 n32=7.822445471005872e-06 n33=7.724040589996685e-06 n34=5.606816731268808e-06 n35=1.377817346813815e-05 n36=3.209051794361628e-06 n37=4.249455272986051e-06 n38=3.730386526543809e-06 n39=7.042911896789983e-06 n40=5.309230659561641e-06 n41=4.162144452002382e-06 n42=2.152924406091672e-06 n43=3.445239777263764e-06 n44=2.917611708659256e-06 n45=4.121557039004134e-06 n46=4.424656422344784e-06 n47=4.115523680163421e-06 n48=2.090224386709452e-06 n49=2.482427312146657e-06 n50=1.23855422541471e-06 n51=1.607661379019327e-06 n52=1.508954132230864e-06 n53=5.14969654267707e-07 n54=2.304994259251526e-07 n55=7.943405299935309e-07 n56=1.559200030998516e-06 n57=6.956500780923381e-06 n58=0.0001122553508930438 n59=0.01800014303609479 n60=0.01422197129807402 n61=0.004874885199557743 n62=0.008729526618455554 n63=0.005383880282968357 n64=0.0007120782578946359 n65=0.0006512740131966803 n66=0.0004308910371718597 n67=0.0003847946390282226 n68=0.0006050716026362681 n69=0.001355672444358463 n70=0.001535375297432937 n71=0.001458389795055103 n72=0.00178916326350405 n73=6.785345199197349e-06 n74=0.000939699941482488 n75=0.002628497374848167 n76=0.0002238021481363866 n77=7.936794769565855e-05 n78=0.0002608697049931023 n79=0.001171608930294669 n80=0.0004814253680037418 n81=0.0001602086594049986 n82=0.000291666252404428 n83=6.937268389084222e-05 n84=0.0004256134485494515 n85=3.344646780322445e-05 n86=0.0003296765329138169 n87=2.309069430689594e-05 n88=8.46919521809343e-05 n89=0.0004676415952342629 n90=7.899524233567618e-05 n91=8.925335756621501e-05 n92=0.0003401695968571807 n93=2.504996880645414e-05 n94=0.0001145893564865774 n95=0.0003956257233170574 n96=0.001556528987535615 n97=0.0001601655572667793 n98=9.124829177804773e-05 n99=8.690737645334266e-05 n100=5.720426475742085e-05 n101=4.762794831814792e-05 n102=2.93184919144375e-05 n103=1.041864891486045e-05 n104=5.856501748358764e-05 n105=9.853119722232831e-05 n106=6.632629046807861e-06 n107=2.853877483953029e-05 n108=2.271978245051876e-05 n109=9.911976054212237e-06 n110=3.046921190491385e-06 n111=7.559121638963753e-06 n112=1.078883124893738e-05 n113=1.382351720379624e-06 n114=2.747162333823459e-06 n115=0.0003644613362388997 Q is here equal to 8.00276430009327 31.) nd: 6.069142785847093 Norm of Spectral functions:  0: 1.0007  1: 1.0000  2: 0.9988  3: 1.0002  4: 1.0026  5: 1.0007  6: 0.9999  7: 0.9998  8: 0.9993  9: 0.9997 10: 0.9998 11: 1.0011 12: 1.0003 13: 1.0019 14: 1.0372 15: 1.0030 16: 0.9925 17: 1.0001 18: 1.0019 19: 0.7178 20: 1.0004 21: 0.9568 22: 1.0035 23: 0.9997 24: 1.0028 25: 0.9809 26: 0.9802 27: 0.9803 28: 1.0251 29: 1.0353 30: 1.0234 31: 0.9582 32: 0.9801 33: 0.9881 34: 0.9948 35: 0.9686 36: 1.0058 37: 0.8670 38: 1.0188 39: 1.0434 40: 1.0082 41: 0.9196 42: 0.9224 43: 1.0227 44: 0.9853 45: 1.0485 46: 1.0114 47: 1.0254 48: 1.0240 49: 0.9909 50: 1.0485 51: 0.9516 52: 1.0406 53: 1.0033 54: 1.0210 55: 1.0866 56: 1.0278 57: 0.9947 58: 1.0002 59: 0.9984 60: 1.0067 61: 1.0173 62: 1.0219 63: 0.9725 64: 0.3404 65: 1.0082 66: 0.9953 67: 1.0550 68: 1.0446 69: 0.9723 70: 1.0002 71: 0.9843 72: 1.0165 73: 0.9427 74: 0.9947 75: 1.1645 76: 0.9645 77: 0.9493 78: 1.0327 79: 0.9959 80: 1.0099 81: 1.0069 82: 1.0076 83: 0.9632 84: 0.9863 85: 0.9759 86: 1.0568 87: 1.0645 88: 1.0013 89: 0.9722 90: 0.9570 91: 0.9602 92: 1.0000 93: 0.9875 94: 0.8041 95: 1.0324 96: 0.9674 97: 5.6139 98: 0.8279 99: 1.1053 100: 0.9881 101: 1.0443 102: 1.0449 103: 1.0486 104: 0.6083 105: 0.7954 106: 0.4004 107: 0.4257 108: 0.4784 109: 3.4561 110: 0.3191 111: 0.2610 112: 0.2582 113: 0.1956 114: 1.3551 115: 0.0502  0: 4.3834  1: 1.6857 31.) SelfConsistentStep 31.) Difference between steps: 0.4237 32.) DeterminSpectralFunctions ; lambda = -147.2325664299894 -1.311098441372621 Found lorentz at 10 0.148674 lm= 0.148674 8.48147e-21 -0.848147 lp= 0.148674 8.48147e-21 -0.848147 r- 4.40116e-25 Found lorentz at 11 0.740752 lm= 0.740752 8.37818e-21 -0.837818 lp= 0.740752 8.37818e-21 -0.837818 r- 6.25789e-25 Found lorentz at 12 1.2738 lm= 1.2738 3.05798e-08 -2.23069e-13 lp= 1.2738 3.05798e-08 -0.825917 r- 1.23417e-06 Found lorentz at 13 1.65219 lm= 1.65219 8.15476e-21 -0.815476 lp= 1.65219 8.15476e-21 -0.815476 r- 6.20049e-23 Found lorentz at 14 1.93945 lm= 1.93945 6.33479e-08 -1.01413e-13 lp= 1.93945 6.33479e-08 -0.801516 r- 2.6345e-06 Found lorentz at 15 2.13471 lm= 2.13471 1.21884e-07 -5.14273e-14 lp= 2.13471 1.21884e-07 -0.791717 r- 5.13163e-06 Found lorentz at 16 2.16554 lm= 2.16554 2.0188e-06 -3.07664e-15 lp= 2.16554 2.0188e-06 -0.788108 r- 8.53861e-05 Found lorentz at 17 1.94204 lm= 1.94204 7.34273e-06 -9.12202e-16 lp= 1.94204 7.34273e-06 -0.818416 r- 0.000299062 Found lorentz at 18 2.67367 lm= 2.67367 8.60734e-05 -7.63178e-17 lp= 2.67367 8.60734e-05 -0.810489 r- 0.00353998 Found lorentz at 19 2.46451 lm= 2.46451 8.14231e-05 -7.90283e-17 lp= 2.46451 8.14231e-05 -0.802167 r- 0.00338346 Found lorentz at 20 3.31837 lm= 3.31837 0.000363148 -1.77002e-17 lp= 3.31837 0.00036315 -0.801738 r- 0.0150985 Found lorentz at 21 3.0865 lm= 3.0865 0.000152746 -4.42448e-17 lp= 3.0865 0.000152746 -0.822082 r- 0.00619344 Found lorentz at 22 3.23522 lm= 3.23522 0.000201353 -3.29355e-17 lp= 3.23522 0.000201353 -0.814351 r- 0.00824187 Found lorentz at 23 3.27619 lm= 3.27619 0.000205918 -3.06432e-17 lp= 3.27619 0.000205918 -0.794354 r- 0.00864089 Found lorentz at 24 3.40303 lm= 3.40303 0.000238321 -2.68152e-17 lp= 3.40303 0.000238321 -0.799414 r- 0.00993731 Found lorentz at 25 3.53477 lm= 3.53473 0.00181009 -3.23442e-18 lp= 3.53475 0.00181064 -0.765319 r- 0.078869 Found lorentz at 26 3.83577 lm= 3.83575 0.00280399 -2.36995e-18 lp= 3.83576 0.00280419 -0.81523 r- 0.114661 Found lorentz at 27 3.84528 lm= 3.84528 0.000855782 -7.47304e-18 lp= 3.84528 0.000855789 -0.799711 r- 0.0356709 Found lorentz at 28 3.9265 lm= 3.92649 0.00065129 -9.52559e-18 lp= 3.92649 0.000651295 -0.787654 r- 0.0275627 Found lorentz at 29 3.84917 lm= 3.84917 0.000998981 -6.01875e-18 lp= 3.84917 0.000998992 -0.775416 r- 0.0429444 Found lorentz at 30 4.09751 lm= 4.0975 0.00116813 -5.12646e-18 lp= 4.09751 0.00116815 -0.773856 r- 0.00751857 Found lorentz at 31 4.19587 lm= 4.19586 0.00193 -3.19749e-18 lp= 4.19586 0.00193005 -0.785583 r- 0.012237 Found lorentz at 32 4.22736 lm= 4.22732 0.00541219 -1.0817e-18 lp= 4.22734 0.00541248 -0.765166 r- 0.0498888 Found lorentz at 33 4.2634 lm= 4.26336 0.00391076 -1.46478e-18 lp= 4.26338 0.00391109 -0.756907 r- 0.0364436 Found lorentz at 34 4.23572 lm= 4.23568 0.00299378 -1.84482e-18 lp= 4.2357 0.00299425 -0.743252 r- 0.0284138 Found lorentz at 35 4.22093 lm= 4.22091 0.00199016 -2.77084e-18 lp= 4.22092 0.00199036 -0.742644 r- 0.0189025 Found lorentz at 36 4.3145 lm= 4.31448 0.0023628 -2.49079e-18 lp= 4.31449 0.00236291 -0.767178 r- 0.0217227 Found lorentz at 37 4.66348 lm= 4.66307 0.00767871 -7.70953e-19 lp= 4.66327 0.00769834 -0.770816 r- 0.0682498 Found lorentz at 38 4.53213 lm= 4.53178 0.00717913 -8.11388e-19 lp= 4.53195 0.00719366 -0.764325 r- 0.0650256 Found lorentz at 39 4.59833 lm= 4.59584 0.0225182 -2.54173e-19 lp= 4.59707 0.0227576 -0.762292 r- 0.206771 Found lorentz at 40 4.73505 lm= 4.7316 0.0314337 -1.90272e-19 lp= 4.7333 0.0317646 -0.779188 r- 0.279222 Found lorentz at 41 4.68031 lm= 4.67945 0.0137639 -4.32319e-19 lp= 4.67988 0.0138101 -0.773236 r- 0.122078 Found lorentz at 42 4.67531 lm= 4.67497 0.00712902 -7.73119e-19 lp= 4.67514 0.00714376 -0.743497 r- 0.0656511 Found lorentz at 44 4.85878 lm= 4.85805 0.0200223 -2.99019e-19 lp= 4.85841 0.0200461 -0.774418 r- 0.174809 Found lorentz at 45 4.90599 lm= 4.90393 0.0282086 -2.26462e-19 lp= 4.90496 0.0283411 -0.801942 r- 0.238901 Found lorentz at 47 4.78585 lm= 4.78472 0.0154694 -3.41541e-19 lp= 4.78528 0.0155425 -0.729328 r- 0.144061 Found lorentz at 59 2.36054 lm= 2.36038 0.0155514 -5.41152e-19 lp= 2.36046 0.0155528 -0.917431 r- 0.565102 Found lorentz at 60 4.14853 lm= 4.14803 0.0236726 -3.23277e-19 lp= 4.14828 0.023682 -0.87505 r- 0.134812 Found lorentz at 61 4.82256 lm= 4.81454 0.0464781 -1.81759e-19 lp= 4.81843 0.0476827 -0.936181 r- 0.346422 Q = 7.996180343251222 n0=0.001279015831617579 n1=0.0006473065994244101 n2=0.000213433613142571 n3=0.0001099652444552075 n4=5.673194363809442e-05 n5=2.318126056556028e-06 n6=6.051982632725025e-06 n7=4.939409251060068e-05 n8=4.497260020483353e-06 n9=0.00148460053439235 n10=0.1061622275679531 n11=0.09444904534552194 n12=8.997635911753318e-05 n13=0.7139606863797687 n14=6.9748613119108e-05 n15=6.465811418415194e-05 n16=6.937577336202366e-05 n17=1.398083139253546e-05 n18=1.590263233731788e-05 n19=8.671109450078261e-05 n20=9.649151253702649e-06 n21=1.895991805505048e-05 n22=2.528609264488781e-05 n23=3.325138012277149e-05 n24=2.760943007705021e-05 n25=2.845479890068507e-05 n26=5.404493789109849e-06 n27=1.357672124234179e-05 n28=5.932991673377711e-06 n29=2.488645827148454e-05 n30=8.97562135009612e-06 n31=1.087770227771179e-05 n32=9.087609940935069e-06 n33=9.054418654832508e-06 n34=6.628623451680057e-06 n35=1.615573323932827e-05 n36=3.784208555036402e-06 n37=4.926281738392639e-06 n38=4.426711408895344e-06 n39=8.224394272745025e-06 n40=6.180086438805764e-06 n41=4.895551173331064e-06 n42=2.513013626743211e-06 n43=3.862842753325624e-06 n44=3.374418238816858e-06 n45=4.760823202718496e-06 n46=5.105708621612359e-06 n47=4.570511156129066e-06 n48=2.382919597044199e-06 n49=2.838550503590685e-06 n50=1.419016968910575e-06 n51=1.844773969952756e-06 n52=1.677596137606826e-06 n53=5.675917840060918e-07 n54=2.470608287753072e-07 n55=9.037800939178106e-07 n56=1.740774156661503e-06 n57=7.812197433610179e-06 n58=0.0001202159681284985 n59=0.02184854030677602 n60=0.01798497894200339 n61=0.004418581165473418 n62=0.008411743395357541 n63=0.004517045364730994 n64=0.001074079284696924 n65=0.0009608562263630818 n66=0.0006348442753347247 n67=0.0005674603382524596 n68=0.0006021114845520847 n69=0.001409097988334475 n70=0.001778003513162012 n71=0.001282348500573516 n72=0.001562856088777415 n73=9.480810856853091e-06 n74=0.0007195220978141177 n75=0.003766444071237841 n76=0.0003213822449285636 n77=6.382372088885344e-05 n78=0.0003725821158071332 n79=0.001239761165211599 n80=0.0006923970144945237 n81=0.0001579923542174398 n82=0.0004117249661823198 n83=8.09344649004662e-05 n84=0.0006006910336301836 n85=4.733413573287902e-05 n86=0.0003642693762312454 n87=3.225691759016207e-05 n88=8.655376408026508e-05 n89=0.000413050039478895 n90=0.0001064703458551644 n91=0.0001069734077496008 n92=0.000357987372088384 n93=3.495056502829636e-05 n94=0.0001601032161539905 n95=0.000486089190199678 n96=0.001837647380145027 n97=0.0001799551715651926 n98=0.0001033682997283216 n99=9.776790126753996e-05 n100=6.491673815155634e-05 n101=5.389408719005273e-05 n102=3.305172286135524e-05 n103=1.172695099795791e-05 n104=6.292267131952776e-05 n105=0.0001046969990398638 n106=7.212614362361739e-06 n107=3.038433964864577e-05 n108=2.490719441252348e-05 n109=1.053927870329641e-05 n110=3.220952144216253e-06 n111=8.17950062713778e-06 n112=1.151687101916357e-05 n113=1.47920415708714e-06 n114=2.890409440396982e-06 n115=0.000376706583590331 Q is here equal to 7.996180343251222 32.) nd: 6.078048328397455 Norm of Spectral functions:  0: 1.0013  1: 1.0007  2: 0.9999  3: 1.0000  4: 1.0009  5: 1.0025  6: 1.0024  7: 1.0024  8: 0.9993  9: 0.9995 10: 1.0001 11: 0.4167 12: 0.9994 13: 1.0006 14: 0.9996 15: 1.0011 16: 1.0012 17: 0.9998 18: 1.0009 19: 1.0008 20: 0.9977 21: 1.0002 22: 1.0001 23: 1.0025 24: 0.9981 25: 0.9984 26: 1.0003 27: 1.0055 28: 1.0010 29: 1.0071 30: 0.9985 31: 1.0482 32: 0.9828 33: 0.9934 34: 0.9758 35: 0.9689 36: 1.0125 37: 0.9547 38: 0.9746 39: 1.0227 40: 1.0118 41: 0.9786 42: 0.9666 43: 2.0028 44: 1.0076 45: 1.0073 46: 1.4874 47: 0.9872 48: 1.0167 49: 0.6939 50: 0.9604 51: 1.2098 52: 1.2567 53: 0.8709 54: 0.8729 55: 2.0279 56: 1.0969 57: 0.9780 58: 1.0004 59: 0.9996 60: 1.0123 61: 1.0014 62: 0.8425 63: 0.8665 64: 0.3841 65: 1.3856 66: 0.4233 67: 0.7739 68: 1.4058 69: 1.1014 70: 0.9884 71: 0.9789 72: 0.9529 73: 1.0998 74: 1.0757 75: 0.4675 76: 1.0011 77: 0.8819 78: 1.0319 79: 0.9271 80: 0.9172 81: 1.0637 82: 0.6257 83: 1.0060 84: 0.7673 85: 0.7123 86: 0.9662 87: 1.7580 88: 0.9769 89: 0.9169 90: 0.9933 91: 0.9903 92: 1.0050 93: 0.8669 94: 0.9438 95: 0.8647 96: 0.9917 97: 2.8744 98: 0.6757 99: 1.4166 100: 1.0434 101: 1.0367 102: 1.0204 103: 1.1232 104: 0.9971 105: 0.9578 106: 1.0493 107: 1.0335 108: 0.9426 109: 0.7558 110: 1.0222 111: 1.0731 112: 1.0152 113: 0.6509 114: 0.3662 115: 0.0916  0: 3.8979  1: 2.1801 32.) SelfConsistentStep 32.) Difference between steps: 0.3512 33.) DeterminSpectralFunctions ; lambda = -147.2506620302341 -1.329194041617257 Found lorentz at 10 0.127509 lm= 0.127509 8.37087e-21 -0.837087 lp= 0.127509 8.37087e-21 -0.837087 r- 2.54449e-25 Found lorentz at 11 0.740752 lm= 0.740752 8.28206e-21 -0.828206 lp= 0.740752 8.28206e-21 -0.828206 r- 3.75473e-25 Found lorentz at 12 1.23287 lm= 1.23287 1.3088e-08 -5.02388e-13 lp= 1.23287 1.3088e-08 -0.810879 r- 5.38016e-07 Found lorentz at 13 1.59068 lm= 1.59068 7.93255e-21 -0.793255 lp= 1.59068 7.93255e-21 -0.793255 r- 2.93137e-23 Found lorentz at 14 1.92269 lm= 1.92269 3.6493e-08 -1.64772e-13 lp= 1.92269 3.6493e-08 -0.775438 r- 1.56871e-06 Found lorentz at 15 2.10709 lm= 2.10709 6.45818e-08 -8.87354e-14 lp= 2.10709 6.45818e-08 -0.757013 r- 2.84371e-06 Found lorentz at 16 2.1773 lm= 2.1773 1.94184e-06 -2.8895e-15 lp= 2.1773 1.94184e-06 -0.749062 r- 8.64119e-05 Found lorentz at 17 1.92881 lm= 1.92881 4.93602e-06 -1.32474e-15 lp= 1.92881 4.93602e-06 -0.808636 r- 0.000203471 Found lorentz at 18 2.66173 lm= 2.66173 4.93886e-05 -1.28132e-16 lp= 2.66173 4.93886e-05 -0.795505 r- 0.00206949 Found lorentz at 19 2.586 lm= 2.586 0.000151983 -4.25701e-17 lp= 2.586 0.000151983 -0.804358 r- 0.00629831 Found lorentz at 20 3.31808 lm= 3.31801 0.00739984 -8.66834e-19 lp= 3.31805 0.00740042 -0.800947 r- 0.307993 Found lorentz at 21 3.08849 lm= 3.08849 9.14054e-05 -7.31332e-17 lp= 3.08849 9.14054e-05 -0.817604 r- 0.00372655 Found lorentz at 22 3.22645 lm= 3.22645 0.00033383 -1.95929e-17 lp= 3.22645 0.000333831 -0.808747 r- 0.0137592 Found lorentz at 23 3.32976 lm= 3.32975 0.00422519 -1.49087e-18 lp= 3.32975 0.00422523 -0.793681 r- 0.177454 Found lorentz at 24 3.4176 lm= 3.41761 0.00138299 -4.70024e-18 lp= 3.4176 0.00138301 -0.806258 r- 0.0571784 Found lorentz at 25 3.57671 lm= 3.57653 0.00812867 -6.87232e-19 lp= 3.57662 0.00813214 -0.747643 r- 0.362612 Found lorentz at 26 3.82602 lm= 3.82601 0.00345995 -1.91033e-18 lp= 3.82601 0.00345998 -0.813002 r- 0.141861 Found lorentz at 27 3.84119 lm= 3.84119 0.00138332 -4.55575e-18 lp= 3.84119 0.00138332 -0.793856 r- 0.0580846 Found lorentz at 28 3.90581 lm= 3.90581 0.000797149 -7.66044e-18 lp= 3.90581 0.000797154 -0.781445 r- 0.0340035 Found lorentz at 29 3.86851 lm= 3.8685 0.00124023 -4.79453e-18 lp= 3.86851 0.00124025 -0.771132 r- 0.0536118 Found lorentz at 30 4.10433 lm= 4.10432 0.00144355 -4.11423e-18 lp= 4.10432 0.00144361 -0.770678 r- 0.00932988 Found lorentz at 31 4.21329 lm= 4.21327 0.00175322 -3.36638e-18 lp= 4.21328 0.00175331 -0.768274 r- 0.0160956 Found lorentz at 32 4.24818 lm= 4.24815 0.0052538 -1.14032e-18 lp= 4.24817 0.00525394 -0.774031 r- 0.0478725 Found lorentz at 33 4.26874 lm= 4.26871 0.00398222 -1.45418e-18 lp= 4.26873 0.00398244 -0.761008 r- 0.0369082 Found lorentz at 34 4.24223 lm= 4.24221 0.0026547 -2.12759e-18 lp= 4.24222 0.00265491 -0.751581 r- 0.0249138 Found lorentz at 35 4.23826 lm= 4.23824 0.00231075 -2.42406e-18 lp= 4.23825 0.00231093 -0.748465 r- 0.0217761 Found lorentz at 36 4.31556 lm= 4.31555 0.00206948 -2.85847e-18 lp= 4.31555 0.00206954 -0.769142 r- 0.018977 Found lorentz at 37 4.67629 lm= 4.67595 0.00724149 -7.70146e-19 lp= 4.67612 0.00725541 -0.747819 r- 0.066289 Found lorentz at 38 4.53029 lm= 4.53013 0.00503935 -1.16128e-18 lp= 4.53021 0.00504348 -0.765436 r- 0.0455075 Found lorentz at 39 4.62355 lm= 4.62244 0.0162834 -3.59651e-19 lp= 4.62299 0.0163503 -0.767515 r- 0.147269 Found lorentz at 40 4.74808 lm= 4.74667 0.0208044 -2.79718e-19 lp= 4.74737 0.0208879 -0.765035 r- 0.186659 Found lorentz at 41 4.68194 lm= 4.68155 0.0093581 -6.22307e-19 lp= 4.68174 0.00937181 -0.763925 r- 0.0838094 Found lorentz at 42 4.66771 lm= 4.66752 0.00524458 -1.04519e-18 lp= 4.66761 0.00525008 -0.74093 r- 0.0484012 Found lorentz at 44 4.86179 lm= 4.86092 0.0163783 -3.60279e-19 lp= 4.86136 0.0164188 -0.769523 r- 0.144142 Found lorentz at 45 4.91397 lm= 4.91294 0.0193287 -3.18705e-19 lp= 4.91345 0.0193767 -0.786259 r- 0.166489 Found lorentz at 47 4.8172 lm= 4.81567 0.0153088 -3.5304e-19 lp= 4.81643 0.0154427 -0.73976 r- 0.141281 Found lorentz at 59 2.40597 lm= 2.40579 0.0225736 -3.59135e-19 lp= 2.40588 0.0225748 -0.900421 r- 0.835726 Found lorentz at 60 4.18206 lm= 4.17922 0.0598598 -1.63376e-19 lp= 4.18064 0.0599772 -0.990307 r- 0.301824 Found lorentz at 61 4.89503 lm= 4.88989 0.0519156 -1.46546e-19 lp= 4.89244 0.0523597 -0.877574 r- 0.403775 Q = 7.998013782886735 n0=0.001130752739519033 n1=0.0006770718408977913 n2=0.0003060513383604233 n3=0.0001430979757447896 n4=8.238757674350636e-05 n5=1.842207915506238e-06 n6=3.384768157471765e-05 n7=4.528113695716572e-05 n8=4.521281786562286e-06 n9=0.001370191771527825 n10=0.1047658397125717 n11=0.09649835605432334 n12=9.675419560581777e-05 n13=0.6943571876260143 n14=7.602670419780773e-05 n15=7.104964122074363e-05 n16=7.561457070960723e-05 n17=1.470123043115252e-05 n18=1.647153092087249e-05 n19=8.937536080041086e-05 n20=9.774060952861629e-06 n21=1.949755510864502e-05 n22=2.630254391456471e-05 n23=3.465808611573899e-05 n24=2.88809364462986e-05 n25=2.943061774107071e-05 n26=5.495143324426866e-06 n27=1.427246562592225e-05 n28=6.123061805807713e-06 n29=2.590450957854696e-05 n30=9.131412079609335e-06 n31=1.090625995568612e-05 n32=9.303926186205654e-06 n33=9.242739013224573e-06 n34=6.59344165006852e-06 n35=1.644475708035161e-05 n36=3.775574294719002e-06 n37=5.007377252864089e-06 n38=4.435965755270436e-06 n39=8.21326619950968e-06 n40=6.169220961716324e-06 n41=4.931417329919008e-06 n42=2.534193436994358e-06 n43=3.965911266102498e-06 n44=3.411020322566066e-06 n45=4.862980290688349e-06 n46=5.148218248370045e-06 n47=4.713004316244954e-06 n48=2.418896272995406e-06 n49=2.874700315265312e-06 n50=1.42758707859473e-06 n51=1.87038202030429e-06 n52=1.708852961819971e-06 n53=5.791181509184847e-07 n54=2.55353479616778e-07 n55=9.188360645572283e-07 n56=1.791746880713514e-06 n57=8.016295300880587e-06 n58=0.0001249312241883032 n59=0.03482577232097135 n60=0.01722659547261458 n61=0.003803451006498576 n62=0.007029782320080552 n63=0.004173029787882769 n64=0.0006235955153415379 n65=0.004411893443163965 n66=0.002029818623080068 n67=0.0003310267305658823 n68=0.002851276819582054 n69=0.001546201091673815 n70=0.001988929759270015 n71=0.0014531663014197 n72=0.001386215676615152 n73=0.001135223155395199 n74=0.001861483914812941 n75=0.002204134379810337 n76=0.0002599220952864305 n77=0.0003011732297557738 n78=0.0004411779127506952 n79=0.001062926333392433 n80=0.0007743526463024024 n81=0.0006435972860303548 n82=0.0002701856059617759 n83=0.0003341503224451032 n84=0.0003520153655754963 n85=2.788447430373577e-05 n86=0.00040763295925083 n87=1.894078436246261e-05 n88=0.0001168736769565625 n89=0.0004134591652939313 n90=0.000116099204453695 n91=0.0001039015262179236 n92=0.000423580834540104 n93=3.962665314316631e-05 n94=9.39625578914417e-05 n95=0.0005071361336717418 n96=0.002832158243856656 n97=0.0001977266235336131 n98=0.0001132181691792023 n99=0.0001061375801107378 n100=7.037331387046072e-05 n101=5.8004012032808e-05 n102=3.544063109502287e-05 n103=1.252208900947032e-05 n104=6.70716184279159e-05 n105=0.0001104165531758509 n106=7.248874531759032e-06 n107=3.24526519250944e-05 n108=2.48998445245252e-05 n109=1.100440523716542e-05 n110=3.420411117762722e-06 n111=8.286382821056002e-06 n112=1.202896995418409e-05 n113=1.498873997209729e-06 n114=3.094340779315478e-06 n115=0.0003804564876647522 Q is here equal to 7.998013782886735 33.) nd: 6.097137911445169 Norm of Spectral functions:  0: 1.0001  1: 1.0003  2: 1.0001  3: 0.9996  4: 1.0009  5: 1.0033  6: 1.0031  7: 1.0031  8: 0.9987  9: 0.9992 10: 0.9998 11: 0.4322 12: 1.0005 13: 1.0005 14: 1.0010 15: 1.0021 16: 0.9985 17: 1.0007 18: 0.9996 19: 1.0023 20: 0.9967 21: 1.0004 22: 0.9988 23: 0.9995 24: 1.0022 25: 0.9965 26: 0.9975 27: 1.0021 28: 1.0057 29: 1.0018 30: 1.0001 31: 0.9673 32: 0.9937 33: 0.9968 34: 0.9852 35: 0.9848 36: 1.0114 37: 0.9645 38: 0.9808 39: 1.0029 40: 1.0244 41: 0.9828 42: 0.9642 43: 1.2949 44: 1.0087 45: 1.0092 46: 1.2875 47: 0.9552 48: 1.5915 49: 0.9507 50: 1.5795 51: 0.7736 52: 0.8937 53: 1.0449 54: 0.5790 55: 2.0511 56: 1.5672 57: 0.8743 58: 1.0014 59: 1.0004 60: 1.0279 61: 0.9878 62: 1.1099 63: 1.0186 64: 0.4709 65: 0.9359 66: 1.2287 67: 0.5782 68: 0.9124 69: 0.9200 70: 0.9933 71: 1.0373 72: 1.0076 73: 1.0135 74: 0.9801 75: 0.8728 76: 0.9641 77: 1.0490 78: 0.9397 79: 1.0004 80: 1.0295 81: 0.9651 82: 1.0692 83: 1.0065 84: 1.0123 85: 1.0371 86: 0.9807 87: 0.8697 88: 0.9947 89: 1.0329 90: 1.0418 91: 0.9857 92: 0.9894 93: 0.9726 94: 0.8291 95: 0.9707 96: 1.0105 97: 2.9856 98: 0.7097 99: 1.3473 100: 1.0536 101: 1.0455 102: 1.0216 103: 1.1519 104: 0.9858 105: 0.9478 106: 1.2002 107: 1.0439 108: 0.8679 109: 0.8038 110: 0.8774 111: 0.8684 112: 0.8167 113: 0.5434 114: 0.3861 115: 0.0905  0: 3.9016  1: 2.1955 33.) SelfConsistentStep 33.) Difference between steps: 0.2288 34.) DeterminSpectralFunctions ; lambda = -147.2903461706524 -1.368878182035644 Found lorentz at 10 0.132597 lm= 0.132597 8.29991e-21 -0.829991 lp= 0.132597 8.29991e-21 -0.829991 r- 1.58822e-25 Found lorentz at 11 0.740752 lm= 0.740752 8.20339e-21 -0.820339 lp= 0.740752 8.20339e-21 -0.820339 r- 2.25284e-25 Found lorentz at 12 1.24963 lm= 1.24963 9.83367e-09 -6.52507e-13 lp= 1.24963 9.83367e-09 -0.801033 r- 4.09208e-07 Found lorentz at 13 1.60611 lm= 1.60611 7.80581e-21 -0.780581 lp= 1.60611 7.80581e-21 -0.780581 r- 1.8609e-23 Found lorentz at 14 1.90243 lm= 1.90243 2.08673e-08 -2.74958e-13 lp= 1.90243 2.08673e-08 -0.757471 r- 9.18286e-07 Found lorentz at 15 2.13126 lm= 2.13126 4.04127e-08 -1.34187e-13 lp= 2.13126 4.04127e-08 -0.736401 r- 1.82929e-06 Found lorentz at 16 2.18972 lm= 2.18972 1.82024e-06 -2.9415e-15 lp= 2.18972 1.82024e-06 -0.731728 r- 8.29199e-05 Found lorentz at 17 1.93914 lm= 1.93914 2.66092e-06 -2.40526e-15 lp= 1.93914 2.66092e-06 -0.800012 r- 0.00011087 Found lorentz at 18 2.68661 lm= 2.68661 3.10026e-05 -2.00054e-16 lp= 2.68661 3.10026e-05 -0.78754 r- 0.00131221 Found lorentz at 19 2.63202 lm= 2.63202 0.000116327 -5.49875e-17 lp= 2.63202 0.000116327 -0.799783 r- 0.00484827 Found lorentz at 20 3.35104 lm= 3.35083 0.0121682 -5.4624e-19 lp= 3.35093 0.0121715 -0.815436 r- 0.497586 Found lorentz at 21 3.1088 lm= 3.1088 5.61292e-05 -1.17781e-16 lp= 3.1088 5.61292e-05 -0.813077 r- 0.0023011 Found lorentz at 22 3.24814 lm= 3.24814 0.000212629 -3.06136e-17 lp= 3.24814 0.000212629 -0.806804 r- 0.00878482 Found lorentz at 23 3.35765 lm= 3.35758 0.00664035 -9.57523e-19 lp= 3.35762 0.00664098 -0.797443 r- 0.277603 Found lorentz at 24 3.42329 lm= 3.42328 0.00175345 -3.66514e-18 lp= 3.42329 0.00175345 -0.801664 r- 0.0729089 Found lorentz at 25 3.6111 lm= 3.61069 0.0126556 -4.64184e-19 lp= 3.6109 0.0126671 -0.766951 r- 0.550681 Found lorentz at 26 3.85877 lm= 3.85877 0.00401683 -1.65337e-18 lp= 3.85877 0.00401684 -0.814944 r- 0.164299 Found lorentz at 27 3.86345 lm= 3.86345 0.00158331 -3.93195e-18 lp= 3.86345 0.00158332 -0.789021 r- 0.0668898 Found lorentz at 28 3.93605 lm= 3.93605 0.000868586 -6.98984e-18 lp= 3.93605 0.000868594 -0.77919 r- 0.0371581 Found lorentz at 29 3.89151 lm= 3.89151 0.00123012 -4.78197e-18 lp= 3.89151 0.00123014 -0.766977 r- 0.0534629 Found lorentz at 30 4.12097 lm= 4.12096 0.00150758 -3.91433e-18 lp= 4.12097 0.00150765 -0.768216 r- 0.00977501 Found lorentz at 31 4.22943 lm= 4.22942 0.00168125 -3.52226e-18 lp= 4.22942 0.00168131 -0.769553 r- 0.0154089 Found lorentz at 32 4.2877 lm= 4.28768 0.00530648 -1.15636e-18 lp= 4.28769 0.00530657 -0.783349 r- 0.0477768 Found lorentz at 33 4.27532 lm= 4.27529 0.00399365 -1.4512e-18 lp= 4.2753 0.00399382 -0.761311 r- 0.0369988 Found lorentz at 34 4.27643 lm= 4.27641 0.0026618 -2.17666e-18 lp= 4.27642 0.00266192 -0.761197 r- 0.0246638 Found lorentz at 35 4.266 lm= 4.26598 0.00252676 -2.23699e-18 lp= 4.26599 0.00252693 -0.751856 r- 0.0237041 Found lorentz at 36 4.33654 lm= 4.33653 0.00199353 -2.98133e-18 lp= 4.33653 0.00199357 -0.770945 r- 0.0182376 Found lorentz at 37 4.69958 lm= 4.69925 0.00761092 -7.22323e-19 lp= 4.69941 0.0076233 -0.742316 r- 0.0701607 Found lorentz at 38 4.56041 lm= 4.56032 0.00447031 -1.32972e-18 lp= 4.56037 0.00447187 -0.771183 r- 0.0400439 Found lorentz at 39 4.65437 lm= 4.6538 0.0122145 -4.86402e-19 lp= 4.65409 0.0122383 -0.771862 r- 0.108333 Found lorentz at 40 4.78148 lm= 4.78085 0.0150767 -3.75654e-19 lp= 4.78116 0.0150994 -0.753381 r- 0.135361 Found lorentz at 41 4.71249 lm= 4.71227 0.00760785 -7.68694e-19 lp= 4.71238 0.00761323 -0.765115 r- 0.0679621 Found lorentz at 42 4.70287 lm= 4.70273 0.00536306 -1.04563e-18 lp= 4.7028 0.00536641 -0.749185 r- 0.0489227 Found lorentz at 44 4.89768 lm= 4.89685 0.0153468 -3.84582e-19 lp= 4.89726 0.0153854 -0.769631 r- 0.135052 Found lorentz at 47 4.87303 lm= 4.87117 0.0187286 -2.95258e-19 lp= 4.87209 0.0188894 -0.748188 r- 0.170858 Found lorentz at 60 4.2385 lm= 4.2334 0.0800277 -1.25441e-19 lp= 4.23594 0.0803116 -1.00448 r- 0.564463 Q = 7.997420499300896 n0=0.001026244874867689 n1=0.00068443259325614 n2=0.0003542737211065906 n3=0.0001603219015280061 n4=9.58903635999688e-05 n5=1.547958332411261e-06 n6=4.891237817219132e-05 n7=4.219848644557834e-05 n8=4.459324930100476e-06 n9=0.001277374478201424 n10=0.1038910348046202 n11=0.09853078903879584 n12=0.0001093848742690381 n13=0.6833336235353659 n14=9.431375365185932e-05 n15=8.89248542615075e-05 n16=9.402504892493945e-05 n17=1.483276967969532e-05 n18=1.672100813297469e-05 n19=8.7223543239801e-05 n20=1.007461957272432e-05 n21=1.929743649906442e-05 n22=2.660821627023374e-05 n23=3.435147900605641e-05 n24=2.91183707562277e-05 n25=2.972562146019536e-05 n26=6.087674319732134e-06 n27=1.49496461540479e-05 n28=6.533044076898925e-06 n29=2.563867631138144e-05 n30=9.247220552352507e-06 n31=1.071479880266686e-05 n32=9.773659658814593e-06 n33=1.020520364927759e-05 n34=7.090675366217222e-06 n35=1.627698933062983e-05 n36=3.745938041610951e-06 n37=5.032255433725599e-06 n38=4.629064146085456e-06 n39=8.478054698646817e-06 n40=6.403086658919433e-06 n41=5.124582349817908e-06 n42=2.763737195247162e-06 n43=4.274452591046129e-06 n44=3.517678196021008e-06 n45=5.124686960682368e-06 n46=5.252053143119052e-06 n47=5.095572803493697e-06 n48=2.67733122547032e-06 n49=2.93010827341831e-06 n50=1.527331078070902e-06 n51=1.915169084119244e-06 n52=1.762596313234489e-06 n53=5.91057862233591e-07 n54=2.583361303038176e-07 n55=9.407859168787692e-07 n56=1.852164342304148e-06 n57=8.33268392873355e-06 n58=0.0001301413453892687 n59=0.04170517924526706 n60=0.01639431341637126 n61=0.003412980132693414 n62=0.006156684924733932 n63=0.003969940846472323 n64=0.0003644175887147366 n65=0.006398065942557226 n66=0.00284696820686674 n67=0.0001941581156787422 n68=0.00412393704697817 n69=0.00160254680090482 n70=0.002092355972494591 n71=0.001547391779154057 n72=0.001275485347135365 n73=0.001764456186431739 n74=0.002529865204668196 n75=0.001293627436641334 n76=0.0002245998090826671 n77=0.0004404536424103928 n78=0.0004766387384393375 n79=0.0009489647875609392 n80=0.0008241976388544457 n81=0.0009301867865732316 n82=0.0001877786818741858 n83=0.0004844502675122996 n84=0.0002070392801995479 n85=1.657996514316773e-05 n86=0.0004318251585026072 n87=1.117496245172047e-05 n88=0.0001344754707922538 n89=0.0004130821935711724 n90=0.000121712277523368 n91=0.0001012961887677505 n92=0.0004629375094337022 n93=4.193201397162702e-05 n94=5.537598853560651e-05 n95=0.0005193300703796357 n96=0.003428793361017227 n97=0.0002444175023229376 n98=0.0001446285361065784 n99=0.0001312778182864955 n100=8.892183541829597e-05 n101=7.021065295244706e-05 n102=4.221101632417048e-05 n103=1.470955490488284e-05 n104=7.035267894852797e-05 n105=0.000110528607433087 n106=7.204780240401454e-06 n107=3.347225518987361e-05 n108=2.421166146140127e-05 n109=1.175527214292342e-05 n110=3.541987228206983e-06 n111=8.103637261417164e-06 n112=1.253404144497337e-05 n113=1.493964338772249e-06 n114=3.183464334695452e-06 n115=0.0004074490323678832 Q is here equal to 7.997420499300896 34.) nd: 6.107299959503337 Norm of Spectral functions:  0: 0.9999  1: 1.0003  2: 1.0003  3: 0.9994  4: 1.0010  5: 1.0039  6: 1.0038  7: 1.0039  8: 0.9982  9: 0.9992 10: 1.0000 11: 0.4457 12: 0.9995 13: 0.9991 14: 0.9983 15: 1.0015 16: 1.0013 17: 0.9995 18: 0.9989 19: 0.9996 20: 0.9996 21: 0.9996 22: 1.0036 23: 0.9993 24: 1.0034 25: 1.0032 26: 0.9990 27: 0.9997 28: 1.0070 29: 0.9986 30: 1.0036 31: 0.9861 32: 1.0032 33: 0.9995 34: 0.9986 35: 0.9960 36: 1.0305 37: 0.9842 38: 0.9993 39: 0.9608 40: 0.9968 41: 1.0025 42: 0.9923 43: 0.6034 44: 1.0307 45: 1.4900 46: 0.5369 47: 1.0161 48: 1.2564 49: 1.3884 50: 1.4097 51: 0.4879 52: 0.5759 53: 1.9009 54: 0.5575 55: 0.8984 56: 1.4715 57: 0.8140 58: 1.0029 59: 0.9985 60: 1.0211 61: 1.0535 62: 0.9674 63: 1.0003 64: 0.7077 65: 1.0341 66: 0.9301 67: 1.1553 68: 1.0128 69: 1.0162 70: 0.9955 71: 0.9740 72: 0.9854 73: 1.0117 74: 0.9934 75: 1.0596 76: 0.9887 77: 0.9242 78: 1.0428 79: 0.9943 80: 0.9916 81: 0.9988 82: 0.9893 83: 0.9912 84: 0.9848 85: 0.9821 86: 1.0333 87: 0.9308 88: 1.0113 89: 0.9882 90: 0.9750 91: 1.0217 92: 1.0001 93: 1.0391 94: 1.2159 95: 1.0193 96: 0.8880 97: 1.2509 98: 0.7767 99: 1.1744 100: 1.0287 101: 1.0181 102: 1.0803 103: 1.1936 104: 0.9689 105: 0.9344 106: 1.2084 107: 0.9579 108: 0.8378 109: 1.1154 110: 0.7416 111: 0.6592 112: 0.6334 113: 0.4612 114: 0.5270 115: 0.0910  0: 3.9036  1: 2.2037 34.) SelfConsistentStep 34.) Difference between steps: 0.1486 35.) DeterminSpectralFunctions ; lambda = -147.2975474333025 -1.376079444685672 Found lorentz at 10 0.12927 lm= 0.12927 8.27419e-21 -0.827419 lp= 0.12927 8.27419e-21 -0.827419 r- 9.2879e-26 Found lorentz at 11 0.740752 lm= 0.740752 8.18154e-21 -0.818154 lp= 0.740752 8.18154e-21 -0.818154 r- 1.3517e-25 Found lorentz at 12 1.25213 lm= 1.25213 5.941e-09 -1.07247e-12 lp= 1.25213 5.941e-09 -0.798221 r- 2.48094e-07 Found lorentz at 13 1.61076 lm= 1.61076 7.7734e-21 -0.77734 lp= 1.61076 7.7734e-21 -0.77734 r- 1.13721e-23 Found lorentz at 14 1.89559 lm= 1.89559 2.9852e-05 -1.91434e-16 lp= 1.89559 2.9852e-05 -0.755954 r- 0.0013163 Found lorentz at 15 2.10143 lm= 2.10143 0.000152111 -3.52502e-17 lp= 2.10143 0.000152111 -0.732252 r- 0.00692433 Found lorentz at 16 2.16938 lm= 2.16938 0.000206088 -2.58607e-17 lp= 2.16938 0.000206088 -0.73004 r- 0.00940989 Found lorentz at 17 1.93767 lm= 1.93767 1.61586e-06 -3.94103e-15 lp= 1.93767 1.61586e-06 -0.798008 r- 6.74957e-05 Found lorentz at 18 2.69657 lm= 2.69657 1.90273e-05 -3.2557e-16 lp= 2.69657 1.90273e-05 -0.787065 r- 0.000805832 Found lorentz at 19 2.63829 lm= 2.63829 7.22069e-05 -8.87504e-17 lp= 2.63829 7.22069e-05 -0.800524 r- 0.00300665 Found lorentz at 20 3.3719 lm= 3.37163 0.0160835 -4.36814e-19 lp= 3.37176 0.0160874 -0.838329 r- 0.639708 Found lorentz at 21 3.12645 lm= 3.12645 3.46164e-05 -1.92006e-16 lp= 3.12645 3.46164e-05 -0.815263 r- 0.00141535 Found lorentz at 22 3.26572 lm= 3.26572 0.000136203 -4.75194e-17 lp= 3.26572 0.000136203 -0.804506 r- 0.00564335 Found lorentz at 23 3.36027 lm= 3.36019 0.0083999 -7.75687e-19 lp= 3.36023 0.00840045 -0.807236 r- 0.346888 Found lorentz at 24 3.43643 lm= 3.43644 0.00216114 -2.95248e-18 lp= 3.43643 0.00216115 -0.798796 r- 0.0901835 Found lorentz at 25 3.62464 lm= 3.62471 0.0151336 -3.81754e-19 lp= 3.62467 0.0151339 -0.760096 r- 0.663686 Found lorentz at 26 3.88708 lm= 3.88708 0.00464483 -1.44532e-18 lp= 3.88708 0.00464483 -0.819344 r- 0.188965 Found lorentz at 27 3.87561 lm= 3.87561 0.00166983 -3.7471e-18 lp= 3.87561 0.00166984 -0.791016 r- 0.0703669 Found lorentz at 28 3.96126 lm= 3.96126 0.0009039 -6.7334e-18 lp= 3.96126 0.000903909 -0.780155 r- 0.0386211 Found lorentz at 29 3.90546 lm= 3.90545 0.00140251 -4.2239e-18 lp= 3.90545 0.00140253 -0.769687 r- 0.0607405 Found lorentz at 30 4.14451 lm= 4.1445 0.00167737 -3.55536e-18 lp= 4.14451 0.00167744 -0.77227 r- 0.0108188 Found lorentz at 31 4.25411 lm= 4.2541 0.001743 -3.46382e-18 lp= 4.25411 0.00174305 -0.777026 r- 0.015821 Found lorentz at 32 4.29662 lm= 4.2966 0.0051739 -1.19735e-18 lp= 4.29661 0.00517397 -0.787088 r- 0.0463615 Found lorentz at 33 4.29745 lm= 4.29742 0.0040635 -1.4523e-18 lp= 4.29744 0.00406365 -0.768227 r- 0.0373068 Found lorentz at 34 4.29804 lm= 4.29803 0.00259197 -2.28892e-18 lp= 4.29804 0.00259205 -0.770263 r- 0.0237336 Found lorentz at 35 4.2936 lm= 4.29358 0.0026977 -2.13692e-18 lp= 4.29359 0.00269788 -0.759297 r- 0.0250597 Found lorentz at 36 4.36505 lm= 4.36503 0.00206984 -2.79534e-18 lp= 4.36504 0.00206994 -0.760678 r- 0.0189931 Found lorentz at 37 4.72988 lm= 4.72956 0.00816857 -6.86041e-19 lp= 4.72972 0.0081792 -0.749293 r- 0.074569 Found lorentz at 38 4.59157 lm= 4.59151 0.00412998 -1.46994e-18 lp= 4.59154 0.00413062 -0.779241 r- 0.0366036 Found lorentz at 39 4.68461 lm= 4.68432 0.00930084 -6.39112e-19 lp= 4.68446 0.00930892 -0.77147 r- 0.0824187 Found lorentz at 40 4.81192 lm= 4.81156 0.0113718 -4.97806e-19 lp= 4.81174 0.0113816 -0.752855 r- 0.102084 Found lorentz at 41 4.74673 lm= 4.74659 0.0066282 -8.97291e-19 lp= 4.74666 0.00663063 -0.771397 r- 0.0587029 Found lorentz at 42 4.73838 lm= 4.73826 0.00540927 -1.06916e-18 lp= 4.73832 0.00541141 -0.7607 r- 0.0485828 Found lorentz at 47 4.90851 lm= 4.90693 0.0187804 -2.975e-19 lp= 4.90771 0.0188969 -0.750789 r- 0.170219 Found lorentz at 60 4.3157 lm= 4.31054 0.0980262 -1.11302e-19 lp= 4.31311 0.0982633 -1.04634 r- 0.662789 Q = 7.999520130609075 n0=0.0009656568727959406 n1=0.0006905055432374272 n2=0.0003829922838014185 n3=0.0001710259434304196 n4=0.0001036481441635957 n5=1.375200734480004e-06 n6=5.766481135778089e-05 n7=4.037632533243987e-05 n8=4.41570041463513e-06 n9=0.001219647603255357 n10=0.1035458170433038 n11=0.09839927068407957 n12=0.0001221525903135167 n13=0.6803368955198745 n14=0.0001129225948145279 n15=0.0001082109622576398 n16=0.0001134952048732519 n17=1.473706177682364e-05 n18=1.681667067612497e-05 n19=8.369557181980043e-05 n20=1.037703666596219e-05 n21=1.883728190806774e-05 n22=2.655868247340261e-05 n23=3.344922646891016e-05 n24=2.882646562962502e-05 n25=2.968605697463575e-05 n26=6.738470451018567e-06 n27=1.545314169055265e-05 n28=6.933206152485321e-06 n29=2.491154386299179e-05 n30=9.300747425803109e-06 n31=1.045816234553775e-05 n32=1.024639307423883e-05 n33=1.122357490899476e-05 n34=7.69068979343251e-06 n35=1.594471522328661e-05 n36=3.70792994877061e-06 n37=5.017919286362793e-06 n38=4.840076784444241e-06 n39=8.781896404017433e-06 n40=6.676211090054196e-06 n41=5.324485750749363e-06 n42=3.017398644264009e-06 n43=4.588449290981075e-06 n44=3.621372136032916e-06 n45=5.382082458363648e-06 n46=5.348106003019103e-06 n47=5.483648479354801e-06 n48=2.960070833048633e-06 n49=2.973665423459924e-06 n50=1.636573829018341e-06 n51=1.952701432814071e-06 n52=1.809372278661727e-06 n53=5.993484170202582e-07 n54=2.586824308291308e-07 n55=9.568820344588144e-07 n56=1.898796011419423e-06 n57=8.596889046262047e-06 n58=0.0001341043297577469 n59=0.04371565237005348 n60=0.01578408757044197 n61=0.003195779731913548 n62=0.005696399234918699 n63=0.003867794584533722 n64=0.0002143319483426415 n65=0.007471148860235594 n66=0.003280564717042304 n67=0.0001153084394194202 n68=0.004793102682589975 n69=0.001634051272032588 n70=0.002145864736999453 n71=0.001602268459416789 n72=0.001219247945680673 n73=0.002093639001165243 n74=0.002894692574173033 n75=0.000769166407373568 n76=0.0002022961331084643 n77=0.0005167375580480422 n78=0.0004940154205268452 n79=0.0008834778082704043 n80=0.0008427080872478663 n81=0.001086512903736747 n82=0.0001396217152039868 n83=0.0005662564541301586 n84=0.0001232510444988453 n85=1.006789762834654e-05 n86=0.0004439736272560878 n87=6.688434158043541e-06 n88=0.0001439759410383791 n89=0.0004131351761108348 n90=0.0001240651085414577 n91=9.95391832920884e-05 n92=0.0004821982351695757 n93=4.302487702879976e-05 n94=3.303106400644719e-05 n95=0.0005232466409123488 n96=0.003744501602304532 n97=0.0002916414562834063 n98=0.0001772570036527983 n99=0.0001571553453265459 n100=0.0001083000632140036 n101=8.272874505087611e-05 n102=4.910120905783645e-05 n103=1.692322324896962e-05 n104=7.238843530373899e-05 n105=0.0001082056045339159 n106=7.129474729497671e-06 n107=3.376196791048477e-05 n108=2.337396370398561e-05 n109=1.242766423557263e-05 n110=3.59685464454443e-06 n111=7.831218166211328e-06 n112=1.289528941521991e-05 n113=1.477424340095278e-06 n114=3.198073024535744e-06 n115=0.0004376869204738363 Q is here equal to 7.999520130609075 35.) nd: 6.110992276892666 Norm of Spectral functions:  0: 1.0001  1: 1.0003  2: 1.0002  3: 0.9993  4: 1.0008  5: 1.0043  6: 1.0045  7: 1.0045  8: 0.9977  9: 0.9993 10: 0.9999 11: 0.4478 12: 0.9999 13: 0.9997 14: 1.0024 15: 1.0021 16: 1.0122 17: 0.9994 18: 1.0002 19: 1.0004 20: 1.0020 21: 1.0011 22: 0.9998 23: 1.0007 24: 1.0010 25: 0.9992 26: 0.9995 27: 1.0038 28: 1.0037 29: 1.0064 30: 1.0089 31: 0.9950 32: 1.0048 33: 1.0059 34: 1.0047 35: 1.0051 36: 0.9829 37: 1.0106 38: 1.0109 39: 0.9899 40: 0.9768 41: 1.0212 42: 1.0133 43: 0.4788 44: 2.2340 45: 0.4523 46: 0.4193 47: 1.0182 48: 0.4665 49: 1.2389 50: 0.4369 51: 0.5186 52: 0.7458 53: 0.8111 54: 2.3502 55: 0.4923 56: 0.5350 57: 1.1333 58: 1.0005 59: 0.9991 60: 0.9908 61: 0.9030 62: 1.0297 63: 1.1010 64: 0.3628 65: 0.9824 66: 0.9515 67: 1.1283 68: 0.9742 69: 1.0097 70: 1.0517 71: 0.9797 72: 1.0184 73: 0.9732 74: 0.9916 75: 0.9758 76: 1.0693 77: 1.0269 78: 1.1226 79: 0.9947 80: 1.0360 81: 0.9971 82: 0.9847 83: 0.9974 84: 0.9838 85: 0.9865 86: 1.0015 87: 0.8875 88: 1.0112 89: 1.0067 90: 1.0086 91: 1.0095 92: 0.9889 93: 1.0271 94: 1.0235 95: 1.0349 96: 0.9495 97: 0.8410 98: 0.7985 99: 1.1081 100: 1.0160 101: 1.0031 102: 1.1254 103: 1.2144 104: 0.9797 105: 0.9115 106: 1.1480 107: 0.9735 108: 0.8899 109: 1.1740 110: 0.7818 111: 0.6896 112: 0.6659 113: 0.4970 114: 0.6326 115: 0.0945  0: 3.9029  1: 2.2081 35.) SelfConsistentStep 35.) Difference between steps: 0.127 36.) DeterminSpectralFunctions ; lambda = -147.30257921623 -1.381111227613218 Found lorentz at 10 0.13787 lm= 0.13787 8.27788e-21 -0.827788 lp= 0.13787 8.27788e-21 -0.827788 r- 5.59926e-26 Found lorentz at 11 0.740752 lm= 0.740752 8.18127e-21 -0.818127 lp= 0.740752 8.18127e-21 -0.818127 r- 8.11022e-26 Found lorentz at 12 1.25361 lm= 1.25361 3.58854e-09 -1.77762e-12 lp= 1.25361 3.58854e-09 -0.79869 r- 1.49768e-07 Found lorentz at 13 1.62021 lm= 1.62021 7.79366e-21 -0.779366 lp= 1.62021 7.79366e-21 -0.779366 r- 7.07503e-24 Found lorentz at 14 1.8954 lm= 1.8954 1.79011e-05 -3.2038e-16 lp= 1.8954 1.79011e-05 -0.757308 r- 0.000787928 Found lorentz at 15 2.09398 lm= 2.09398 0.000195187 -2.75857e-17 lp= 2.09398 0.000195187 -0.733783 r- 0.0088667 Found lorentz at 16 2.19403 lm= 2.19403 0.000314932 -1.69447e-17 lp= 2.19403 0.000314933 -0.730511 r- 0.0143705 Found lorentz at 17 1.94932 lm= 1.94932 8.61284e-07 -7.43792e-15 lp= 1.94932 8.61284e-07 -0.800385 r- 3.58696e-05 Found lorentz at 18 2.70948 lm= 2.70948 1.18221e-05 -5.29859e-16 lp= 2.70948 1.18221e-05 -0.791457 r- 0.000497905 Found lorentz at 19 2.65316 lm= 2.65316 4.68481e-05 -1.37222e-16 lp= 2.65316 4.68481e-05 -0.801784 r- 0.00194766 Found lorentz at 20 3.38129 lm= 3.38066 0.0176925 -4.17411e-19 lp= 3.38097 0.0177124 -0.860052 r- 0.686704 Found lorentz at 21 3.13071 lm= 3.13071 2.08784e-05 -3.17904e-16 lp= 3.13071 2.08784e-05 -0.814698 r- 0.000854239 Found lorentz at 22 3.2733 lm= 3.2733 8.44482e-05 -7.72196e-17 lp= 3.2733 8.44482e-05 -0.807531 r- 0.00348586 Found lorentz at 23 3.36514 lm= 3.36488 0.00847865 -7.83077e-19 lp= 3.36501 0.00848516 -0.815274 r- 0.347001 Found lorentz at 24 3.44455 lm= 3.44454 0.0022099 -2.91351e-18 lp= 3.44454 0.0022099 -0.802407 r- 0.091803 Found lorentz at 25 3.64095 lm= 3.64196 0.021845 -3.00094e-19 lp= 3.64146 0.0218866 -0.810765 r- 0.900322 Found lorentz at 26 3.89886 lm= 3.89884 0.00502182 -1.3575e-18 lp= 3.89885 0.00502187 -0.825665 r- 0.202741 Found lorentz at 27 3.87855 lm= 3.87855 0.00153675 -4.09579e-18 lp= 3.87855 0.00153676 -0.793365 r- 0.0645674 Found lorentz at 28 3.97212 lm= 3.97212 0.000779268 -7.80222e-18 lp= 3.97212 0.000779276 -0.779751 r- 0.0333132 Found lorentz at 29 3.92092 lm= 3.92092 0.00139899 -4.26692e-18 lp= 3.92092 0.00139901 -0.772626 r- 0.0603577 Found lorentz at 30 4.15293 lm= 4.15292 0.00152736 -3.94846e-18 lp= 4.15292 0.00152741 -0.776594 r- 0.00979621 Found lorentz at 31 4.26062 lm= 4.26061 0.00167464 -3.64702e-18 lp= 4.26062 0.00167467 -0.781512 r- 0.0151131 Found lorentz at 32 4.29767 lm= 4.29765 0.00499764 -1.24762e-18 lp= 4.29766 0.00499775 -0.789644 r- 0.0446378 Found lorentz at 33 4.30441 lm= 4.30438 0.0039389 -1.51829e-18 lp= 4.30439 0.00393908 -0.773356 r- 0.0359234 Found lorentz at 34 4.30537 lm= 4.30536 0.00245589 -2.45267e-18 lp= 4.30536 0.00245595 -0.776125 r- 0.0223176 Found lorentz at 35 4.30676 lm= 4.30674 0.0025961 -2.25842e-18 lp= 4.30675 0.00259625 -0.76574 r- 0.0239127 Found lorentz at 36 4.3748 lm= 4.37478 0.00204073 -2.87836e-18 lp= 4.37479 0.00204081 -0.76644 r- 0.018585 Found lorentz at 37 4.74179 lm= 4.74154 0.00757766 -7.59402e-19 lp= 4.74167 0.0075847 -0.759087 r- 0.0682495 Found lorentz at 38 4.60497 lm= 4.60494 0.00367225 -1.68141e-18 lp= 4.60495 0.00367252 -0.785825 r- 0.0322706 Found lorentz at 39 4.69237 lm= 4.69223 0.00679696 -8.75425e-19 lp= 4.6923 0.00679972 -0.771601 r- 0.0601847 Found lorentz at 40 4.82206 lm= 4.82186 0.00848118 -6.67371e-19 lp= 4.82196 0.00848522 -0.752592 r- 0.0761245 Found lorentz at 41 4.76093 lm= 4.76084 0.00557111 -1.0871e-18 lp= 4.76089 0.00557222 -0.778335 r- 0.0488904 Found lorentz at 42 4.75404 lm= 4.75396 0.00494537 -1.19969e-18 lp= 4.754 0.00494659 -0.770388 r- 0.0438495 Found lorentz at 59 2.66374 lm= 2.66513 0.0258315 -2.9192e-19 lp= 2.66444 0.0258976 -0.869961 r- 0.993016 Found lorentz at 60 4.37538 lm= 4.39155 0.0891148 -1.03792e-19 lp= 4.38373 0.0916687 -0.981485 r- 0.657293 Q = 8.000721143813248 n0=0.0009268647612324638 n1=0.0006930917839845251 n2=0.0003996622883609714 n3=0.0001774288739437842 n4=0.0001079824650183695 n5=1.269429611098435e-06 n6=6.284711060025926e-05 n7=3.923876318140028e-05 n8=4.384613273396724e-06 n9=0.001183681440237139 n10=0.1035755417870536 n11=0.09563367123817978 n12=0.0001309867605273418 n13=0.6820212172926687 n14=0.000126380503170447 n15=0.0001220024478063621 n16=0.0001266873824944415 n17=1.447466956447328e-05 n18=1.676714371632522e-05 n19=7.977409752540462e-05 n20=1.060427160695637e-05 n21=1.837222905763605e-05 n22=2.638099363375543e-05 n23=3.237865963626672e-05 n24=2.836850451217746e-05 n25=2.942530795095332e-05 n26=7.28569394930549e-06 n27=1.578859042361954e-05 n28=7.2505704164494e-06 n29=2.410990823587769e-05 n30=9.326855557568808e-06 n31=1.023977906209445e-05 n32=1.061649372961358e-05 n33=1.208148374112685e-05 n34=8.21405964096476e-06 n35=1.562350314187956e-05 n36=3.679342158783053e-06 n37=4.995353083236561e-06 n38=5.025615518576325e-06 n39=9.053881673688669e-06 n40=6.917029681757025e-06 n41=5.497292547200039e-06 n42=3.234543848895141e-06 n43=4.845146990263393e-06 n44=3.709520507502389e-06 n45=5.593986990648366e-06 n46=5.424300605869311e-06 n47=5.794208799175212e-06 n48=3.198874683900841e-06 n49=3.005487918830991e-06 n50=1.731654624988629e-06 n51=1.984024743444824e-06 n52=1.847573727049033e-06 n53=6.053758382514242e-07 n54=2.578462116006104e-07 n55=9.699974940317725e-07 n56=1.933422075487092e-06 n57=8.803831663344708e-06 n58=0.0001369339585371768 n59=0.04416927767954843 n60=0.01532327630491541 n61=0.003058318191673387 n62=0.005413074308287216 n63=0.003800127801466485 n64=0.0001272814105293323 n65=0.008071826246419847 n66=0.003519780990924517 n67=6.915630488160755e-05 n68=0.005158913226836498 n69=0.001646033031922846 n70=0.002169993396420103 n71=0.001630691537053105 n72=0.001184069345267087 n73=0.002273807387701733 n74=0.003097645394825689 n75=0.0004591477579145912 n76=0.0001885305963706925 n77=0.0005598422019124975 n78=0.0005029012505472933 n79=0.0008420395908990655 n80=0.0008498675288243616 n81=0.001174577654022113 n82=0.0001108986897018045 n83=0.0006123331838832208 n84=7.371908781078453e-05 n85=6.26832870774421e-06 n86=0.0004496056161446779 n87=4.035939205854291e-06 n88=0.0001491329608268466 n89=0.0004122197599200612 n90=0.0001250556165188107 n91=9.821435426571214e-05 n92=0.0004920208907423639 n93=4.357296259883205e-05 n94=1.983032477703823e-05 n95=0.000523969511202174 n96=0.003919399807180766 n97=0.0003251206751339051 n98=0.0002009635222728036 n99=0.0001759196709095649 n100=0.0001224453697626186 n101=9.164497639268229e-05 n102=5.394987359641786e-05 n103=1.846447576359825e-05 n104=7.317291660191334e-05 n105=0.0001050893346501161 n106=7.044983071318565e-06 n107=3.36073517843831e-05 n108=2.260390043716318e-05 n109=1.289925683187824e-05 n110=3.605946896723735e-06 n111=7.560694535565536e-06 n112=1.310420586346692e-05 n113=1.457140652239558e-06 n114=3.171223018283906e-06 n115=0.0004626542828048299 Q is here equal to 8.000721143813248 36.) nd: 6.112202964245164 Norm of Spectral functions:  0: 1.0003  1: 1.0003  2: 1.0001  3: 0.9992  4: 1.0007  5: 1.0046  6: 1.0050  7: 1.0050  8: 0.9974  9: 0.9995 10: 0.9999 11: 0.4404 12: 1.0000 13: 1.0007 14: 1.0020 15: 1.0000 16: 1.0036 17: 1.0003 18: 1.0021 19: 0.9983 20: 1.0022 21: 0.9987 22: 1.0010 23: 1.0000 24: 1.0008 25: 0.9977 26: 1.0012 27: 1.0049 28: 0.9896 29: 0.9987 30: 1.0104 31: 0.9968 32: 1.0048 33: 1.0082 34: 1.0066 35: 1.0096 36: 0.9890 37: 1.0215 38: 1.0148 39: 0.9951 40: 0.9853 41: 1.0303 42: 1.0244 43: 0.4621 44: 1.1249 45: 0.3717 46: 0.3931 47: 2.4536 48: 0.3919 49: 0.9347 50: 0.3803 51: 0.5451 52: 0.9468 53: 0.6078 54: 2.8853 55: 0.4796 56: 0.4444 57: 1.3821 58: 0.9996 59: 0.9999 60: 0.9786 61: 0.9808 62: 1.0424 63: 1.0222 64: 0.6173 65: 0.9884 66: 0.9943 67: 0.9722 68: 1.0625 69: 0.9909 70: 1.0619 71: 0.9869 72: 1.0256 73: 1.0291 74: 0.9908 75: 1.0043 76: 1.0059 77: 1.0729 78: 1.0515 79: 0.9926 80: 0.9706 81: 0.9966 82: 0.9861 83: 1.0185 84: 0.9880 85: 0.9727 86: 0.9761 87: 1.0286 88: 0.9924 89: 1.0099 90: 1.0282 91: 0.9962 92: 0.9858 93: 1.0074 94: 0.9244 95: 1.0041 96: 1.0311 97: 0.7483 98: 0.8167 99: 1.0474 100: 0.9972 101: 0.9852 102: 1.1550 103: 1.2049 104: 0.9934 105: 0.8932 106: 1.0874 107: 0.9728 108: 0.9354 109: 1.2436 110: 0.8052 111: 0.7019 112: 0.6826 113: 0.5280 114: 0.7854 115: 0.0986  0: 3.9002  1: 2.2120 36.) SelfConsistentStep 36.) Difference between steps: 0.1179 37.) DeterminSpectralFunctions ; lambda = -147.3003292046358 -1.378861216018976 Found lorentz at 10 0.143487 lm= 0.143487 8.29739e-21 -0.829739 lp= 0.143487 8.29739e-21 -0.829739 r- 3.50166e-26 Found lorentz at 11 0.740752 lm= 0.740752 8.19753e-21 -0.819753 lp= 0.740752 8.19753e-21 -0.819753 r- 4.86613e-26 Found lorentz at 12 1.25305 lm= 1.25305 2.15512e-09 -2.97922e-12 lp= 1.25305 2.15512e-09 -0.801286 r- 8.96527e-08 Found lorentz at 13 1.62067 lm= 1.62067 7.83104e-21 -0.783104 lp= 1.62067 7.83104e-21 -0.783104 r- 4.25227e-24 Found lorentz at 14 1.89383 lm= 1.89383 1.05929e-05 -5.48305e-16 lp= 1.89383 1.05929e-05 -0.762112 r- 0.000463314 Found lorentz at 15 2.09914 lm= 2.09914 0.000121173 -4.53449e-17 lp= 2.09914 0.000121173 -0.741254 r- 0.00544901 Found lorentz at 16 2.19178 lm= 2.19178 0.000188848 -2.88348e-17 lp= 2.19178 0.000188848 -0.737928 r- 0.00853054 Found lorentz at 17 1.95052 lm= 1.95052 5.11321e-07 -1.25973e-14 lp= 1.95052 5.11321e-07 -0.802574 r- 2.12367e-05 Found lorentz at 18 2.70505 lm= 2.70505 7.05094e-06 -8.95505e-16 lp= 2.70505 7.05094e-06 -0.794617 r- 0.00029578 Found lorentz at 19 2.65406 lm= 2.65406 2.83612e-05 -2.28461e-16 lp= 2.65406 2.83612e-05 -0.804948 r- 0.00117445 Found lorentz at 20 3.36932 lm= 3.36856 0.013193 -5.1273e-19 lp= 3.36894 0.0132307 -0.824142 r- 0.535569 Found lorentz at 21 3.12436 lm= 3.12436 1.24732e-05 -5.3695e-16 lp= 3.12436 1.24732e-05 -0.818382 r- 0.000508043 Found lorentz at 22 3.267 lm= 3.267 4.95897e-05 -1.32178e-16 lp= 3.267 4.95897e-05 -0.809608 r- 0.00204171 Found lorentz at 23 3.36186 lm= 3.36164 0.00620814 -1.0368e-18 lp= 3.36175 0.00621484 -0.802901 r- 0.258096 Found lorentz at 24 3.43798 lm= 3.43796 0.00200117 -3.23732e-18 lp= 3.43797 0.00200136 -0.80494 r- 0.0828803 Found lorentz at 26 3.88697 lm= 3.88693 0.00482893 -1.40797e-18 lp= 3.88695 0.00482921 -0.824594 r- 0.195219 Found lorentz at 27 3.87141 lm= 3.8714 0.00141441 -4.46801e-18 lp= 3.8714 0.00141442 -0.794964 r- 0.0593078 Found lorentz at 28 3.96432 lm= 3.96432 0.000672587 -9.22521e-18 lp= 3.96432 0.000672593 -0.787708 r- 0.0284621 Found lorentz at 29 3.9132 lm= 3.9132 0.00133803 -4.50199e-18 lp= 3.9132 0.00133805 -0.77614 r- 0.0574663 Found lorentz at 30 4.14661 lm= 4.1466 0.00134124 -4.53841e-18 lp= 4.1466 0.00134127 -0.780212 r- 0.0085625 Found lorentz at 31 4.25127 lm= 4.25127 0.00155374 -3.9576e-18 lp= 4.25127 0.00155376 -0.784169 r- 0.0139744 Found lorentz at 32 4.29203 lm= 4.29201 0.00471218 -1.33262e-18 lp= 4.29202 0.00471229 -0.79245 r- 0.0419391 Found lorentz at 33 4.2956 lm= 4.29558 0.00364276 -1.65649e-18 lp= 4.29559 0.00364293 -0.776826 r- 0.0330742 Found lorentz at 34 4.30339 lm= 4.30338 0.00229204 -2.66215e-18 lp= 4.30339 0.00229209 -0.781151 r- 0.0206946 Found lorentz at 35 4.29846 lm= 4.29844 0.00231093 -2.56165e-18 lp= 4.29845 0.00231104 -0.769428 r- 0.0211837 Found lorentz at 36 4.36611 lm= 4.3661 0.00189776 -3.12153e-18 lp= 4.36611 0.00189782 -0.769689 r- 0.0172099 Found lorentz at 37 4.73413 lm= 4.73396 0.00643481 -9.13708e-19 lp= 4.73404 0.00643899 -0.767138 r- 0.0573275 Found lorentz at 38 4.59575 lm= 4.59573 0.0032296 -1.92893e-18 lp= 4.59574 0.00322972 -0.789305 r- 0.0282544 Found lorentz at 39 4.68462 lm= 4.68454 0.00499923 -1.19569e-18 lp= 4.68458 0.00500026 -0.773258 r- 0.0441602 Found lorentz at 40 4.81649 lm= 4.81638 0.00639441 -8.88344e-19 lp= 4.81644 0.00639615 -0.753833 r- 0.0572847 Found lorentz at 41 4.75085 lm= 4.7508 0.00457863 -1.33582e-18 lp= 4.75083 0.00457915 -0.782126 r- 0.0399815 Found lorentz at 42 4.74406 lm= 4.744 0.0042209 -1.42653e-18 lp= 4.74403 0.00422156 -0.776054 r- 0.0371483 Found lorentz at 59 2.71613 lm= 2.71664 0.0243346 -3.28471e-19 lp= 2.71639 0.024344 -0.894293 r- 0.907482 Found lorentz at 60 4.40791 lm= 4.42509 0.0859759 -1.09034e-19 lp= 4.41684 0.0889604 -0.992306 r- 0.632033 Q = 8.002130066633137 n0=0.0009047562719330342 n1=0.0006953809813906806 n2=0.0004109164322296585 n3=0.0001814018510251444 n4=0.0001107249218126325 n5=1.201159527793176e-06 n6=6.618493847932877e-05 n7=3.862536952217369e-05 n8=4.37503210113773e-06 n9=0.001165837212161871 n10=0.1037995501288172 n11=0.09167900279501717 n12=0.0001365122977600554 n13=0.6851798293531557 n14=0.0001352600848315454 n15=0.0001307691006410775 n16=0.0001355629779196875 n17=1.420630100190449e-05 n18=1.66864414228448e-05 n19=7.645281387901252e-05 n20=1.077414464637684e-05 n21=1.798285388593708e-05 n22=2.619702762554417e-05 n23=3.142410651179731e-05 n24=2.793590111627857e-05 n25=2.916700164954527e-05 n26=7.711925978151762e-06 n27=1.600870104101096e-05 n28=7.488734536589226e-06 n29=2.344324172154546e-05 n30=9.340584489558021e-06 n31=1.007668190191285e-05 n32=1.088777357024386e-05 n33=1.274775902365063e-05 n34=8.62402662443244e-06 n35=1.537310652547989e-05 n36=3.661470143173224e-06 n37=4.975348617731807e-06 n38=5.177089462760127e-06 n39=9.275504204922687e-06 n40=7.109707899709299e-06 n41=5.637195002838993e-06 n42=3.405571334298254e-06 n43=5.041847985971985e-06 n44=3.779443356028417e-06 n45=5.759172968086658e-06 n46=5.485233849667098e-06 n47=6.028015567885887e-06 n48=3.384357462348197e-06 n49=3.029002732346952e-06 n50=1.807409393149867e-06 n51=2.009799917710602e-06 n52=1.877890324215042e-06 n53=6.09986058231382e-07 n54=2.569177760661417e-07 n55=9.809271147943637e-07 n56=1.95909651902637e-06 n57=8.963145838262425e-06 n58=0.0001389918144720303 n59=0.04434891195175962 n60=0.01513885041722523 n61=0.002965936825453359 n62=0.005232644487065207 n63=0.003734110978149406 n64=7.656863880169474e-05 n65=0.008425498129022985 n66=0.003658259329783898 n67=4.204681254211756e-05 n68=0.005377377509763926 n69=0.001657701811598945 n70=0.002188667073277932 n71=0.001643591989612082 n72=0.001157940422035534 n73=0.00238068113392134 n74=0.003211384470843366 n75=0.0002753217192020504 n76=0.0001803756883372125 n77=0.0005848186379536962 n78=0.0005086000581817257 n79=0.000818831156100331 n80=0.0008535577020248162 n81=0.001225760364183455 n82=9.380352360911293e-05 n83=0.0006392004312066829 n84=4.435154298340994e-05 n85=4.047946628099265e-06 n86=0.0004530905116007176 n87=2.461528284818134e-06 n88=0.0001519286921739757 n89=0.0004104821080106639 n90=0.0001255760954702554 n91=9.759266403947852e-05 n92=0.0004974523584416519 n93=4.394407678061076e-05 n94=1.200953500384563e-05 n95=0.0005240995484561659 n96=0.004018511949968014 n97=0.0003463335720955442 n98=0.0002163207163113785 n99=0.000188057455119348 n100=0.000131652886171628 n101=9.727249164022396e-05 n102=5.696080111084432e-05 n103=1.940731240573928e-05 n104=7.318794035004751e-05 n105=0.000102038618872317 n106=6.964123298058116e-06 n107=3.3251732952646e-05 n108=2.196288311880757e-05 n109=1.319584180289001e-05 n110=3.590493344736145e-06 n111=7.325931221198047e-06 n112=1.320284144611778e-05 n113=1.437038090453143e-06 n114=3.127436880948127e-06 n115=0.0004810940807903907 Q is here equal to 8.002130066633137 37.) nd: 6.112859354043358 Norm of Spectral functions:  0: 1.0003  1: 1.0002  2: 0.9998  3: 0.9992  4: 1.0007  5: 1.0048  6: 1.0054  7: 1.0053  8: 0.9972  9: 0.9996 10: 1.0002 11: 0.4281 12: 0.9997 13: 1.0005 14: 1.0011 15: 1.0007 16: 1.0017 17: 1.0004 18: 1.0011 19: 0.9988 20: 0.9993 21: 1.0008 22: 1.0002 23: 1.0055 24: 0.9948 25: 0.9937 26: 0.9983 27: 1.0022 28: 1.0056 29: 0.9926 30: 1.0081 31: 0.9953 32: 1.0030 33: 1.0050 34: 1.0058 35: 1.0059 36: 0.9862 37: 1.0126 38: 1.0085 39: 0.9928 40: 0.9840 41: 1.0170 42: 1.0134 43: 0.3984 44: 1.9370 45: 0.3510 46: 0.3443 47: 3.1038 48: 0.3827 49: 1.1306 50: 0.3691 51: 0.3840 52: 0.5789 53: 0.8038 54: 4.8949 55: 0.4416 56: 0.4393 57: 1.2200 58: 0.9995 59: 0.9998 60: 0.9977 61: 0.9951 62: 1.0265 63: 0.9700 64: 3.0952 65: 0.9967 66: 1.0218 67: 0.9613 68: 1.0347 69: 0.9880 70: 1.0600 71: 0.9905 72: 1.0196 73: 1.0599 74: 0.9876 75: 1.0253 76: 0.9898 77: 1.0761 78: 1.0126 79: 0.9934 80: 0.9650 81: 0.9956 82: 0.9872 83: 1.0286 84: 0.9866 85: 0.9646 86: 0.9717 87: 1.0787 88: 0.9807 89: 1.0115 90: 1.0324 91: 0.9932 92: 0.9830 93: 1.0005 94: 0.9165 95: 0.9998 96: 1.0787 97: 0.7145 98: 0.7997 99: 1.0788 100: 0.9738 101: 0.9658 102: 1.1606 103: 1.2169 104: 1.0035 105: 0.8761 106: 1.0450 107: 0.9725 108: 0.9679 109: 1.2714 110: 0.8248 111: 0.7133 112: 0.6981 113: 0.5597 114: 0.9393 115: 0.1032  0: 3.8970  1: 2.2159 37.) SelfConsistentStep 37.) Difference between steps: 0.107 38.) DeterminSpectralFunctions ; lambda = -147.2940407247164 -1.372572736099556 Found lorentz at 10 0.14018 lm= 0.14018 8.30931e-21 -0.830931 lp= 0.14018 8.30931e-21 -0.830931 r- 2.05079e-26 Found lorentz at 11 0.740752 lm= 0.740752 8.21716e-21 -0.821716 lp= 0.740752 8.21716e-21 -0.821716 r- 2.91968e-26 Found lorentz at 12 1.25159 lm= 1.25159 1.28982e-09 -5.01303e-12 lp= 1.25159 1.28982e-09 -0.804108 r- 5.34679e-08 Found lorentz at 13 1.61652 lm= 1.61652 7.8654e-21 -0.78654 lp= 1.61652 7.8654e-21 -0.78654 r- 2.51162e-24 Found lorentz at 14 1.88771 lm= 1.88771 5.88545e-06 -9.98391e-16 lp= 1.88771 5.88545e-06 -0.766549 r- 0.000255928 Found lorentz at 15 2.07426 lm= 2.07426 6.54743e-05 -8.57886e-17 lp= 2.07426 6.54743e-05 -0.749463 r- 0.00291205 Found lorentz at 16 1.97124 lm= 1.97124 4.79975e-05 -1.16418e-16 lp= 1.97124 4.79975e-05 -0.747513 r- 0.00214032 Found lorentz at 17 1.94525 lm= 1.94525 3.25506e-07 -1.98581e-14 lp= 1.94525 3.25506e-07 -0.803986 r- 1.34955e-05 Found lorentz at 18 2.69689 lm= 2.69689 4.1656e-06 -1.52541e-15 lp= 2.69689 4.1656e-06 -0.797135 r- 0.00017419 Found lorentz at 19 2.60313 lm= 2.60313 1.29924e-05 -4.97963e-16 lp= 2.60313 1.29924e-05 -0.804346 r- 0.000538424 Found lorentz at 20 3.35653 lm= 3.3561 0.00897603 -7.23857e-19 lp= 3.35631 0.0089945 -0.807247 r- 0.371625 Found lorentz at 21 3.11378 lm= 3.11378 7.3833e-06 -9.09476e-16 lp= 3.11378 7.3833e-06 -0.819447 r- 0.000300337 Found lorentz at 22 3.25566 lm= 3.25566 2.84967e-05 -2.30818e-16 lp= 3.25566 2.84967e-05 -0.811022 r- 0.00117123 Found lorentz at 23 3.34974 lm= 3.34962 0.00382638 -1.64451e-18 lp= 3.34968 0.00382945 -0.793708 r- 0.160862 Found lorentz at 24 3.4256 lm= 3.42558 0.00124801 -5.10392e-18 lp= 3.42559 0.0012482 -0.798193 r- 0.0521283 Found lorentz at 26 3.86995 lm= 3.86996 0.00465616 -1.4471e-18 lp= 3.86996 0.00465618 -0.820851 r- 0.189079 Found lorentz at 27 3.85702 lm= 3.85701 0.00138549 -4.57524e-18 lp= 3.85701 0.00138549 -0.796174 r- 0.058006 Found lorentz at 28 3.95133 lm= 3.95133 0.000568552 -1.09755e-17 lp= 3.95133 0.000568557 -0.789951 r- 0.0239913 Found lorentz at 29 3.84045 lm= 3.84045 0.00110199 -5.42954e-18 lp= 3.84045 0.00110199 -0.773517 r- 0.0474881 Found lorentz at 30 4.13417 lm= 4.13416 0.00117385 -5.21851e-18 lp= 4.13417 0.00117387 -0.782682 r- 0.00747019 Found lorentz at 31 4.23711 lm= 4.23711 0.00144898 -4.26393e-18 lp= 4.23711 0.001449 -0.786031 r- 0.0130013 Found lorentz at 32 4.27749 lm= 4.27747 0.00449458 -1.40185e-18 lp= 4.27748 0.00449464 -0.79378 r- 0.0399349 Found lorentz at 33 4.27812 lm= 4.2781 0.00332725 -1.82007e-18 lp= 4.27811 0.00332738 -0.778214 r- 0.0301554 Found lorentz at 34 4.29579 lm= 4.29578 0.00213458 -2.88532e-18 lp= 4.29578 0.00213462 -0.7848 r- 0.0191831 Found lorentz at 35 4.26378 lm= 4.26377 0.00190267 -3.08948e-18 lp= 4.26377 0.00190273 -0.766716 r- 0.0175026 Found lorentz at 36 4.35183 lm= 4.35182 0.00174751 -3.40809e-18 lp= 4.35182 0.00174756 -0.771747 r- 0.015805 Found lorentz at 37 4.71812 lm= 4.718 0.00538956 -1.10637e-18 lp= 4.71806 0.00539212 -0.772457 r- 0.047674 Found lorentz at 38 4.5796 lm= 4.57959 0.00295746 -2.1183e-18 lp= 4.57959 0.00295751 -0.791515 r- 0.0258006 Found lorentz at 39 4.66554 lm= 4.6655 0.00377869 -1.58258e-18 lp= 4.66552 0.00377912 -0.773374 r- 0.0333698 Found lorentz at 40 4.80489 lm= 4.80482 0.00503647 -1.13289e-18 lp= 4.80486 0.00503733 -0.755456 r- 0.0450167 Found lorentz at 41 4.7334 lm= 4.73337 0.00389572 -1.57915e-18 lp= 4.73339 0.00389599 -0.784383 r- 0.0339185 Found lorentz at 42 4.72683 lm= 4.72678 0.00365407 -1.66306e-18 lp= 4.7268 0.00365447 -0.779609 r- 0.0320109 Found lorentz at 44 4.92025 lm= 4.92008 0.00738342 -8.18064e-19 lp= 4.92016 0.0073867 -0.777428 r- 0.0641516 Found lorentz at 47 4.89046 lm= 4.89011 0.00911927 -6.20326e-19 lp= 4.89028 0.00913123 -0.75283 r- 0.0819138 Found lorentz at 59 2.74592 lm= 2.74639 0.0235489 -3.42005e-19 lp= 2.74615 0.0235569 -0.89765 r- 0.874847 Found lorentz at 60 4.42306 lm= 4.44079 0.0849629 -1.11478e-19 lp= 4.43231 0.0881801 -0.999646 r- 0.622463 Q = 8.001368574633542 n0=0.0008914346775216852 n1=0.0006961265876055388 n2=0.0004178591685030785 n3=0.0001840412791919439 n4=0.0001122536103818514 n5=1.155079674297954e-06 n6=6.837523532260624e-05 n7=3.821836756454638e-05 n8=4.370153994914103e-06 n9=0.001157743265312435 n10=0.1039580007801076 n11=0.08793972330835502 n12=0.0001399889661716983 n13=0.6882569525745489 n14=0.0001412025299356857 n15=0.0001371446250181337 n16=0.0001469730773887346 n17=1.400657041552914e-05 n18=1.662383160431927e-05 n19=7.442458419574338e-05 n20=1.090107988756232e-05 n21=1.770806710962769e-05 n22=2.607494602177112e-05 n23=3.072510684708927e-05 n24=2.762074318342985e-05 n25=2.920668451778545e-05 n26=8.032050863150628e-06 n27=1.618602358264938e-05 n28=7.669667478153748e-06 n29=2.306872477317245e-05 n30=9.358953396449218e-06 n31=9.964692834085814e-06 n32=1.109662257299393e-05 n33=1.32584057817106e-05 n34=8.931943329763105e-06 n35=1.52235503551304e-05 n36=3.652532752100472e-06 n37=4.964886766548178e-06 n38=5.297192409665484e-06 n39=9.450876095335615e-06 n40=7.257145589270539e-06 n41=5.747350223674392e-06 n42=3.535858940257044e-06 n43=5.19420348694309e-06 n44=3.83519798435035e-06 n45=5.885094226165787e-06 n46=5.538583944221259e-06 n47=6.212554082637132e-06 n48=3.524266570702311e-06 n49=3.04796701843085e-06 n50=1.866102449315678e-06 n51=2.03109894083204e-06 n52=1.902978665700328e-06 n53=6.140020267295378e-07 n54=2.563648926509691e-07 n55=9.905734391230288e-07 n56=1.979924469146596e-06 n57=9.09080016269861e-06 n58=0.0001406239604422338 n59=0.04451263602400252 n60=0.01510056669540236 n61=0.002891547795428228 n62=0.005093940399367504 n63=0.00366244584242963 n64=4.668347837138791e-05 n65=0.008668390313604205 n66=0.003754286956602247 n67=2.599112805564513e-05 n68=0.005524893398354767 n69=0.001669493865038966 n70=0.002207113635517497 n71=0.001647748251966922 n72=0.001134544359604769 n73=0.002452381999532328 n74=0.00328213470264796 n75=0.0001656403860683573 n76=0.0001761658015380239 n77=0.0006011199289368481 n78=0.0005138529245563313 n79=0.0008062130375825986 n80=0.0008587626099979495 n81=0.00126004397095918 n82=8.383367651490014e-05 n83=0.0006572567359271987 n84=2.684213684836646e-05 n85=2.743654486523781e-06 n86=0.0004561078525450736 n87=1.521922871726094e-06 n88=0.0001536718810431324 n89=0.0004081268471592531 n90=0.0001262300957449766 n91=9.747124465295113e-05 n92=0.000501933896423085 n93=4.431676290149495e-05 n94=7.349620420742331e-06 n95=0.0005252850350894012 n96=0.004086746631628873 n97=0.0003602771915215477 n98=0.0002262063306325474 n99=0.0001958677536508008 n100=0.0001375726719146536 n101=0.0001007955820916677 n102=5.881701476561981e-05 n103=1.997992850541323e-05 n104=7.304373064723259e-05 n105=9.97061842976595e-05 n106=6.90029674292651e-06 n107=3.29520691658586e-05 n108=2.147191280193513e-05 n109=1.339801878011861e-05 n110=3.576374862895053e-06 n111=7.146288063746801e-06 n112=1.326577565155373e-05 n113=1.421358987550592e-06 n114=3.091728738658738e-06 n115=0.0004943292374260743 Q is here equal to 8.001368574633542 38.) nd: 6.113404096973246 Norm of Spectral functions:  0: 1.0004  1: 1.0003  2: 0.9998  3: 0.9992  4: 1.0007  5: 1.0049  6: 1.0057  7: 1.0056  8: 0.9969  9: 0.9997 10: 1.0000 11: 0.4160 12: 0.9996 13: 1.0000 14: 1.0002 15: 1.0016 16: 0.9993 17: 1.0000 18: 1.0002 19: 0.9999 20: 0.9995 21: 1.0000 22: 0.9991 23: 0.9896 24: 1.0169 25: 1.0059 26: 0.9989 27: 0.9984 28: 0.9994 29: 1.0005 30: 1.0052 31: 0.9926 32: 1.0001 33: 1.0002 34: 1.0037 35: 0.9967 36: 0.9724 37: 1.0015 38: 1.0037 39: 0.9865 40: 0.9789 41: 1.0070 42: 1.0045 43: 0.4170 44: 1.0199 45: 0.3873 46: 0.3421 47: 1.0252 48: 0.4799 49: 1.7569 50: 0.4474 51: 0.3102 52: 0.3983 53: 2.9278 54: 0.5763 55: 0.5577 56: 0.6843 57: 0.7676 58: 0.9995 59: 0.9997 60: 1.0109 61: 0.9904 62: 1.0190 63: 0.9578 64: 1.7114 65: 0.9980 66: 1.0286 67: 0.9636 68: 1.0238 69: 0.9887 70: 1.0645 71: 0.9910 72: 1.0158 73: 1.0522 74: 0.9859 75: 1.0275 76: 0.9957 77: 1.0767 78: 1.0129 79: 0.9936 80: 0.9665 81: 0.9954 82: 0.9875 83: 1.0330 84: 0.9843 85: 0.9641 86: 0.9678 87: 1.0682 88: 0.9762 89: 1.0119 90: 1.0342 91: 0.9933 92: 0.9831 93: 0.9999 94: 0.9179 95: 1.0063 96: 1.0856 97: 0.4891 98: 0.7822 99: 1.1639 100: 0.9499 101: 0.9461 102: 1.1530 103: 1.2451 104: 1.0075 105: 0.8660 106: 1.0211 107: 0.9762 108: 0.9872 109: 1.2634 110: 0.8429 111: 0.7264 112: 0.7137 113: 0.5880 114: 1.0493 115: 0.1070  0: 3.8941  1: 2.2193 38.) SelfConsistentStep 38.) Difference between steps: 0.0744 39.) DeterminSpectralFunctions ; lambda = -147.2879647574974 -1.36649676888058 Found lorentz at 10 0.134637 lm= 0.134637 8.32037e-21 -0.832037 lp= 0.134637 8.32037e-21 -0.832037 r- 1.25418e-26 Found lorentz at 11 0.740752 lm= 0.740752 8.23391e-21 -0.823391 lp= 0.740752 8.23391e-21 -0.823391 r- 1.75181e-26 Found lorentz at 12 1.25057 lm= 1.25057 7.72887e-10 -8.41533e-12 lp= 1.25057 7.72887e-10 -0.80648 r- 3.19449e-08 Found lorentz at 13 1.61317 lm= 1.61317 7.89375e-21 -0.789375 lp= 1.61317 7.89375e-21 -0.789375 r- 1.48765e-24 Found lorentz at 14 1.88338 lm= 1.88338 3.33216e-06 -1.78053e-15 lp= 1.88338 3.33216e-06 -0.770261 r- 0.0001442 Found lorentz at 15 2.0731 lm= 2.0731 3.93603e-05 -1.44674e-16 lp= 2.0731 3.93603e-05 -0.754613 r- 0.00173865 Found lorentz at 16 1.95935 lm= 1.95935 2.86351e-05 -1.98476e-16 lp= 1.95935 2.86351e-05 -0.753881 r- 0.00126612 Found lorentz at 17 1.93918 lm= 1.93918 2.08075e-07 -3.11318e-14 lp= 1.93918 2.08075e-07 -0.804845 r- 8.6176e-06 Found lorentz at 18 2.69008 lm= 2.69008 2.4658e-06 -2.58891e-15 lp= 2.69008 2.4658e-06 -0.798983 r- 0.000102872 Found lorentz at 19 2.59569 lm= 2.59569 7.48902e-06 -8.6604e-16 lp= 2.59569 7.48902e-06 -0.805344 r- 0.000309972 Found lorentz at 20 3.34781 lm= 3.34757 0.00624353 -1.02079e-18 lp= 3.34769 0.00625176 -0.799084 r- 0.260887 Found lorentz at 21 3.10493 lm= 3.10493 4.37801e-06 -1.53622e-15 lp= 3.10493 4.37801e-06 -0.820097 r- 0.000177947 Found lorentz at 22 3.2463 lm= 3.2463 1.66028e-05 -3.99395e-16 lp= 3.2463 1.66028e-05 -0.814314 r- 0.000679624 Found lorentz at 23 3.34137 lm= 3.34131 0.00225826 -2.75219e-18 lp= 3.34134 0.0022595 -0.788671 r- 0.0955129 Found lorentz at 24 3.41574 lm= 3.41573 0.000668906 -9.45311e-18 lp= 3.41574 0.000668942 -0.795219 r- 0.0280406 Found lorentz at 25 3.50101 lm= 3.49863 0.0219341 -3.2044e-19 lp= 3.49981 0.0221585 -0.844498 r- 0.87719 Found lorentz at 26 3.85737 lm= 3.85742 0.00488916 -1.37177e-18 lp= 3.85739 0.00488946 -0.818988 r- 0.199008 Found lorentz at 27 3.84533 lm= 3.84534 0.00152505 -4.22455e-18 lp= 3.84534 0.0015251 -0.802682 r- 0.0633344 Found lorentz at 28 3.94129 lm= 3.94129 0.000487859 -1.28258e-17 lp= 3.94129 0.000487863 -0.791029 r- 0.0205582 Found lorentz at 29 3.82689 lm= 3.82689 0.00125747 -4.78573e-18 lp= 3.82689 0.00125748 -0.775756 r- 0.0540326 Found lorentz at 30 4.12386 lm= 4.12386 0.00105795 -5.81344e-18 lp= 4.12386 0.00105797 -0.78425 r- 0.00671914 Found lorentz at 31 4.22618 lm= 4.22617 0.00138408 -4.47797e-18 lp= 4.22618 0.00138409 -0.78727 r- 0.0123993 Found lorentz at 32 4.26744 lm= 4.26743 0.00438663 -1.44098e-18 lp= 4.26743 0.00438665 -0.795053 r- 0.0389129 Found lorentz at 33 4.26625 lm= 4.26623 0.00312633 -1.94285e-18 lp= 4.26624 0.00312643 -0.779375 r- 0.0282919 Found lorentz at 34 4.28882 lm= 4.28881 0.00201962 -3.06743e-18 lp= 4.28882 0.00201965 -0.787094 r- 0.018097 Found lorentz at 35 4.25142 lm= 4.25141 0.00173223 -3.4043e-18 lp= 4.25142 0.00173228 -0.767937 r- 0.0159093 Found lorentz at 36 4.34071 lm= 4.3407 0.00167948 -3.6886e-18 lp= 4.3407 0.00167949 -0.787082 r- 0.0150492 Found lorentz at 37 4.70531 lm= 4.70521 0.00471823 -1.27523e-18 lp= 4.70526 0.00472 -0.775888 r- 0.0415457 Found lorentz at 38 4.56734 lm= 4.56733 0.00282475 -2.22636e-18 lp= 4.56734 0.00282478 -0.793033 r- 0.0245955 Found lorentz at 39 4.65455 lm= 4.65452 0.00312661 -1.91871e-18 lp= 4.65454 0.00312683 -0.774576 r- 0.0275668 Found lorentz at 40 4.79549 lm= 4.79544 0.00423663 -1.35124e-18 lp= 4.79546 0.00423713 -0.75668 r- 0.0378038 Found lorentz at 41 4.72009 lm= 4.72006 0.00350404 -1.76246e-18 lp= 4.72007 0.00350421 -0.785885 r- 0.0304491 Found lorentz at 42 4.71391 lm= 4.71387 0.00332172 -1.8406e-18 lp= 4.71389 0.003322 -0.781965 r- 0.0290108 Found lorentz at 44 4.90762 lm= 4.9075 0.00625629 -9.68507e-19 lp= 4.90756 0.00625823 -0.778585 r- 0.0542682 Found lorentz at 47 4.88006 lm= 4.87982 0.00757832 -7.50165e-19 lp= 4.87994 0.00758506 -0.754468 r- 0.0678876 Found lorentz at 59 2.77168 lm= 2.77203 0.0224728 -3.60347e-19 lp= 2.77185 0.0224775 -0.900024 r- 0.832529 Found lorentz at 60 4.43951 lm= 4.46035 0.0834329 -1.16428e-19 lp= 4.45058 0.0879421 -1.02387 r- 0.608987 Q = 8.002362250195819 n0=0.0008819869381323063 n1=0.0006940226113677108 n2=0.0004203668129501398 n3=0.0001844788009266011 n4=0.0001128537828350783 n5=1.119286592570092e-06 n6=6.967478189467136e-05 n7=3.7825239647785e-05 n8=4.358438499020234e-06 n9=0.001152599420691507 n10=0.1040833084613386 n11=0.08544618281917379 n12=0.0001421335902264417 n13=0.6906559353900644 n14=0.0001450903566157138 n15=0.000140911825230179 n16=0.0001510444282919974 n17=1.386478822144767e-05 n18=1.657319115994232e-05 n19=7.261212494868927e-05 n20=1.098318883065935e-05 n21=1.750711801003767e-05 n22=2.598358417354187e-05 n23=3.0209986037038e-05 n24=2.738959811228309e-05 n25=2.907818229115769e-05 n26=8.259586354256658e-06 n27=1.631988077429219e-05 n28=7.800059686230217e-06 n29=2.271235219663679e-05 n30=9.369375634275259e-06 n31=9.874230094277562e-06 n32=1.124423812590124e-05 n33=1.362683936867629e-05 n34=9.147779935665484e-06 n35=1.509381810949342e-05 n36=3.643486165178307e-06 n37=4.955778538240523e-06 n38=5.382018850533095e-06 n39=9.568367772534788e-06 n40=7.357770653517387e-06 n41=5.824124984218626e-06 n42=3.629138663359356e-06 n43=5.302994706263979e-06 n44=3.874556674710996e-06 n45=5.973272869840232e-06 n46=5.569447785122697e-06 n47=6.342642223933774e-06 n48=3.623987627816851e-06 n49=3.059821698925359e-06 n50=1.908319847077043e-06 n51=2.045542989327734e-06 n52=1.921519493478241e-06 n53=6.170051839003735e-07 n54=2.560109926275311e-07 n55=9.975825719517353e-07 n56=1.994900641748685e-06 n57=9.181075847590325e-06 n58=0.0001417605480304562 n59=0.04439283529467958 n60=0.01502947703895143 n61=0.002816953790617184 n62=0.004961185641555592 n63=0.003584635856664049 n64=2.888736063518365e-05 n65=0.008844770150728888 n66=0.003826101263903372 n67=1.6406699165879e-05 n68=0.005614672108890481 n69=0.001672518052270642 n70=0.002219815150878596 n71=0.001645131353363054 n72=0.001109997140281146 n73=0.002499270328668043 n74=0.003327620646323852 n75=9.976443935360728e-05 n76=0.0001739854881435679 n77=0.0006123973037441343 n78=0.0005184425398737611 n79=0.0007969660129444385 n80=0.0008642095236692766 n81=0.001284477022401554 n82=7.811580923806704e-05 n83=0.0006701642861287614 n84=1.634626151053008e-05 n85=1.981560775410367e-06 n86=0.0004580006655935337 n87=9.579556512757737e-07 n88=0.0001547905729929552 n89=0.0004049231692603781 n90=0.0001269823588772926 n91=9.741937864179455e-05 n92=0.0005055356944977785 n93=4.464308619207094e-05 n94=4.559063762158259e-06 n95=0.000526810736376364 n96=0.004137844548811408 n97=0.0003688923520431711 n98=0.00023254433984869 n99=0.0002009040358860127 n100=0.0001413626073230599 n101=0.0001029876212728638 n102=5.995199459999229e-05 n103=2.032362881173156e-05 n104=7.291469201848219e-05 n105=9.804749185166875e-05 n106=6.845940066269115e-06 n107=3.275195128915753e-05 n108=2.108431097170159e-05 n109=1.354072952555614e-05 n110=3.568771766378957e-06 n111=7.009826294499926e-06 n112=1.331266413786293e-05 n113=1.409281387794437e-06 n114=3.068079713232931e-06 n115=0.0005035515038191451 Q is here equal to 8.002362250195819 39.) nd: 6.113418452887735 Norm of Spectral functions:  0: 1.0001  1: 1.0002  2: 1.0001  3: 0.9992  4: 1.0006  5: 1.0050  6: 1.0060  7: 1.0059  8: 0.9966  9: 0.9999 10: 1.0001 11: 0.4076 12: 0.9995 13: 0.9997 14: 0.9996 15: 1.0012 16: 1.0017 17: 0.9995 18: 0.9996 19: 0.9993 20: 0.9918 21: 0.9994 22: 1.0010 23: 0.9904 24: 0.9993 25: 1.0037 26: 1.0005 27: 0.9942 28: 0.9861 29: 1.0007 30: 1.0032 31: 0.9901 32: 0.9986 33: 0.9974 34: 1.0021 35: 0.9938 36: 1.0226 37: 0.9955 38: 1.0014 39: 0.9824 40: 0.9731 41: 1.0027 42: 1.0005 43: 0.5279 44: 1.0323 45: 0.5268 46: 0.3732 47: 1.0137 48: 0.7914 49: 1.7519 50: 0.7482 51: 0.2980 52: 0.3635 53: 1.8602 54: 0.3532 55: 1.1224 56: 1.8228 57: 0.6500 58: 0.9990 59: 1.0003 60: 1.0294 61: 0.9869 62: 1.0236 63: 0.9540 64: 2.0920 65: 0.9960 66: 1.0290 67: 0.9738 68: 0.9994 69: 0.9954 70: 1.0717 71: 0.9875 72: 1.0368 73: 1.0376 74: 0.9849 75: 1.0302 76: 0.9812 77: 1.0759 78: 1.0013 79: 0.9945 80: 0.9729 81: 0.9950 82: 0.9885 83: 1.0400 84: 0.9965 85: 0.9710 86: 0.9681 87: 1.1147 88: 0.9787 89: 1.0059 90: 1.0328 91: 0.9923 92: 0.9848 93: 0.9997 94: 0.9157 95: 0.9937 96: 1.0556 97: 0.5038 98: 0.7632 99: 1.2463 100: 0.9323 101: 0.9312 102: 1.1446 103: 1.2686 104: 1.0083 105: 0.8590 106: 1.0105 107: 0.9802 108: 0.9961 109: 1.2470 110: 0.8567 111: 0.7387 112: 0.7271 113: 0.6091 114: 1.1077 115: 0.1090  0: 3.8919  1: 2.2215 39.) SelfConsistentStep 39.) Difference between steps: 0.04018 40.) DeterminSpectralFunctions ; lambda = -147.283424127379 -1.361956138762196 Found lorentz at 10 0.127896 lm= 0.127896 8.32315e-21 -0.832315 lp= 0.127896 8.32315e-21 -0.832315 r- 7.1448e-27 Found lorentz at 11 0.740752 lm= 0.740752 8.24755e-21 -0.824755 lp= 0.740752 8.24755e-21 -0.824755 r- 1.05108e-26 Found lorentz at 12 1.25194 lm= 1.25194 4.67638e-10 -1.3983e-11 lp= 1.25194 4.67638e-10 -0.808641 r- 1.92767e-08 Found lorentz at 13 1.61396 lm= 1.61396 7.92067e-21 -0.792067 lp= 1.61396 7.92067e-21 -0.792067 r- 8.95348e-25 Found lorentz at 14 1.88339 lm= 1.88339 2.00829e-06 -2.9802e-15 lp= 1.88339 2.00829e-06 -0.773636 r- 8.65305e-05 Found lorentz at 15 2.07068 lm= 2.07068 2.34923e-05 -2.44851e-16 lp= 2.07068 2.34923e-05 -0.758426 r- 0.0010325 Found lorentz at 16 1.92092 lm= 1.92092 1.68964e-05 -3.37689e-16 lp= 1.92092 1.68964e-05 -0.755361 r- 0.000745619 Found lorentz at 17 1.93319 lm= 1.93319 1.32353e-07 -4.89901e-14 lp= 1.93319 1.32353e-07 -0.805232 r- 5.47887e-06 Found lorentz at 18 2.68659 lm= 2.68659 1.47008e-06 -4.35834e-15 lp= 2.68659 1.47008e-06 -0.800446 r- 6.12194e-05 Found lorentz at 19 2.58393 lm= 2.58393 4.22245e-06 -1.54243e-15 lp= 2.58393 4.22245e-06 -0.807022 r- 0.000174405 Found lorentz at 20 3.346 lm= 3.34586 0.00461493 -1.37185e-18 lp= 3.34593 0.00461872 -0.796141 r- 0.193425 Found lorentz at 21 3.10154 lm= 3.10154 2.61573e-06 -2.57454e-15 lp= 3.10154 2.61573e-06 -0.820628 r- 0.000106249 Found lorentz at 22 3.24337 lm= 3.24337 9.88955e-06 -6.7181e-16 lp= 3.24337 9.88955e-06 -0.815101 r- 0.00040443 Found lorentz at 23 3.33741 lm= 3.33739 0.00130359 -4.76215e-18 lp= 3.3374 0.00130375 -0.78797 r- 0.0551541 Found lorentz at 24 3.41208 lm= 3.41208 0.000384403 -1.64704e-17 lp= 3.41208 0.00038441 -0.795705 r- 0.0161036 Found lorentz at 25 3.47805 lm= 3.4765 0.0145729 -4.15124e-19 lp= 3.47727 0.0147174 -0.783304 r- 0.628079 Found lorentz at 26 3.85516 lm= 3.8553 0.00553981 -1.22593e-18 lp= 3.85523 0.00554257 -0.824395 r- 0.224138 Found lorentz at 27 3.84232 lm= 3.84234 0.00178123 -3.67192e-18 lp= 3.84233 0.00178129 -0.808754 r- 0.0734177 Found lorentz at 28 3.93967 lm= 3.93967 0.000447381 -1.41379e-17 lp= 3.93967 0.000447382 -0.795302 r- 0.0187511 Found lorentz at 29 3.81256 lm= 3.81256 0.00140554 -4.34941e-18 lp= 3.81256 0.00140555 -0.781877 r- 0.059922 Found lorentz at 30 4.12184 lm= 4.12184 0.000996239 -6.19566e-18 lp= 4.12184 0.000996253 -0.785651 r- 0.0063159 Found lorentz at 31 4.22373 lm= 4.22373 0.00136103 -4.56735e-18 lp= 4.22373 0.00136104 -0.788439 r- 0.0121747 Found lorentz at 32 4.26478 lm= 4.26477 0.00435527 -1.45624e-18 lp= 4.26477 0.00435527 -0.796386 r- 0.0385698 Found lorentz at 33 4.26258 lm= 4.26256 0.00302258 -2.01516e-18 lp= 4.26257 0.00302264 -0.78046 r- 0.0273146 Found lorentz at 34 4.28895 lm= 4.28894 0.00196012 -3.17611e-18 lp= 4.28894 0.00196015 -0.789029 r- 0.0175208 Found lorentz at 35 4.24432 lm= 4.24432 0.00162829 -3.62449e-18 lp= 4.24432 0.00162833 -0.768241 r- 0.0149487 Found lorentz at 36 4.33741 lm= 4.33741 0.00165029 -3.76182e-18 lp= 4.33741 0.0016503 -0.787919 r- 0.014772 Found lorentz at 37 4.70275 lm= 4.70267 0.00442553 -1.36962e-18 lp= 4.70271 0.00442691 -0.778715 r- 0.0388238 Found lorentz at 38 4.56475 lm= 4.56474 0.00277604 -2.27425e-18 lp= 4.56474 0.00277605 -0.794573 r- 0.0241243 Found lorentz at 39 4.65232 lm= 4.6523 0.00279856 -2.14987e-18 lp= 4.65231 0.0027987 -0.775692 r- 0.0246383 Found lorentz at 40 4.79496 lm= 4.79492 0.00383996 -1.4965e-18 lp= 4.79494 0.00384031 -0.758105 r- 0.0341987 Found lorentz at 41 4.71779 lm= 4.71776 0.00333335 -1.86081e-18 lp= 4.71778 0.00333348 -0.787597 r- 0.0289025 Found lorentz at 42 4.71218 lm= 4.71215 0.00319453 -1.92543e-18 lp= 4.71216 0.00319475 -0.784312 r- 0.027816 Found lorentz at 44 4.90604 lm= 4.90595 0.00570804 -1.06581e-18 lp= 4.90599 0.00570939 -0.780112 r- 0.0494111 Found lorentz at 47 4.87637 lm= 4.87619 0.00674051 -8.4599e-19 lp= 4.87628 0.00674496 -0.755499 r- 0.0602823 Found lorentz at 59 2.78442 lm= 2.78476 0.0218696 -3.69958e-19 lp= 2.78459 0.0218743 -0.899628 r- 0.810542 Found lorentz at 60 4.44751 lm= 4.47024 0.0812182 -1.20195e-19 lp= 4.45977 0.086716 -1.03617 r- 0.595779 Q = 7.996040664777864 n0=0.0008764330407844412 n1=0.0006925850061317671 n2=0.0004219691693138773 n3=0.0001847045275136966 n4=0.0001132867037528351 n5=1.095863708119243e-06 n6=7.05595704300689e-05 n7=3.75723497237806e-05 n8=4.354022900964041e-06 n9=0.00115127837261698 n10=0.1042006485303103 n11=0.0823820212431854 n12=0.0001432686576940735 n13=0.6935611066316064 n14=0.0001474250833494412 n15=0.0001432476079560609 n16=0.0001544021665163049 n17=1.37588155205039e-05 n18=1.651935720455122e-05 n19=7.136021501563238e-05 n20=1.102344404914083e-05 n21=1.734141524708564e-05 n22=2.58960829911535e-05 n23=2.98260761053488e-05 n24=2.720867504126989e-05 n25=2.899149872353224e-05 n26=8.413184971025647e-06 n27=1.640463377650118e-05 n28=7.885796212824112e-06 n29=2.245204067690802e-05 n30=9.36259965536529e-06 n31=9.789131563831397e-06 n32=1.134220634113767e-05 n33=1.387985343427916e-05 n34=9.290595987052035e-06 n35=1.498357839880656e-05 n36=3.63092368386123e-06 n37=4.942615528699456e-06 n38=5.435310384294212e-06 n39=9.639305311486751e-06 n40=7.418674616759397e-06 n41=5.871023561097593e-06 n42=3.691330569950339e-06 n43=5.380432981638333e-06 n44=3.897845763125298e-06 n45=6.031708463460523e-06 n46=5.584876043970661e-06 n47=6.433787771542056e-06 n48=3.69279459722924e-06 n49=3.064634840649522e-06 n50=1.936967056038341e-06 n51=2.053845589267343e-06 n52=1.934444749339605e-06 n53=6.191103863022956e-07 n54=2.558642731478478e-07 n55=1.001700675081409e-06 n56=2.005170340865953e-06 n57=9.239917224465555e-06 n58=0.0001425909610110987 n59=0.04437739167120506 n60=0.01495491446499512 n61=0.00275383753158832 n62=0.004848283892446141 n63=0.0035194244524554 n64=1.830737018601097e-05 n65=0.008984241012816609 n66=0.003884523680433866 n67=1.069420977381478e-05 n68=0.005685199769865954 n69=0.00167220074201576 n70=0.002230000049041784 n71=0.001641779341865397 n72=0.001088969972223363 n73=0.002535594733187377 n74=0.003361757772909053 n75=6.028098665598257e-05 n76=0.0001733173905362853 n77=0.0006209788254085156 n78=0.0005230455148444188 n79=0.0007904792629512735 n80=0.0008707465706488996 n81=0.001303321604066137 n82=7.495156527261776e-05 n83=0.0006804099551563882 n84=1.005849688844974e-05 n85=1.533951570323808e-06 n86=0.0004597136207858585 n87=6.200180444752768e-07 n88=0.0001557390575044679 n89=0.0004021858757460222 n90=0.0001278494165404435 n91=9.746037754879346e-05 n92=0.000509119327699314 n93=4.497946551799203e-05 n94=2.889958298316481e-06 n95=0.0005289417485460486 n96=0.004180767782753394 n97=0.0003741516824239576 n98=0.0002364140394362482 n99=0.000203992764504076 n100=0.0001436567593280031 n101=0.0001042409139042409 n102=6.057868119127274e-05 n103=2.050618040302804e-05 n104=7.277349887406276e-05 n105=9.685481389360594e-05 n106=6.798752737015696e-06 n107=3.260802950060324e-05 n108=2.076698578636605e-05 n109=1.3639553756317e-05 n110=3.564321753217401e-06 n111=6.902496310409212e-06 n112=1.334439441946156e-05 n113=1.399508168379303e-06 n114=3.051710436591349e-06 n115=0.0005102024793463092 Q is here equal to 7.996040664777864 40.) nd: 6.113483567945461 Norm of Spectral functions:  0: 1.0000  1: 1.0001  2: 1.0003  3: 0.9992  4: 1.0005  5: 1.0051  6: 1.0062  7: 1.0061  8: 0.9964  9: 1.0001 10: 0.9998 11: 0.3979 12: 0.9997 13: 0.9999 14: 0.9998 15: 1.0009 16: 1.0007 17: 0.9991 18: 0.9993 19: 1.0007 20: 0.9877 21: 0.9991 22: 1.0007 23: 1.0213 24: 0.9976 25: 0.9966 26: 0.9995 27: 0.9983 28: 1.0075 29: 1.0035 30: 1.0028 31: 0.9895 32: 0.9985 33: 0.9968 34: 1.0020 35: 0.9922 36: 1.0212 37: 0.9950 38: 1.0010 39: 0.9827 40: 0.9744 41: 1.0020 42: 1.0002 43: 0.6371 44: 1.0284 45: 0.5643 46: 0.3939 47: 1.0099 48: 0.8894 49: 1.6541 50: 0.8654 51: 0.2917 52: 0.3556 53: 1.3886 54: 0.3235 55: 1.4409 56: 2.5679 57: 0.6326 58: 0.9990 59: 1.0000 60: 1.0412 61: 0.9848 62: 1.0279 63: 0.9573 64: 2.1610 65: 0.9948 66: 1.0311 67: 0.9794 68: 0.9917 69: 1.0019 70: 1.0790 71: 0.9810 72: 1.0584 73: 1.0300 74: 0.9841 75: 1.0270 76: 0.9840 77: 1.0717 78: 1.0073 79: 0.9946 80: 0.9770 81: 0.9946 82: 0.9890 83: 1.0400 84: 1.0055 85: 0.9776 86: 0.9687 87: 1.1390 88: 0.9843 89: 1.0023 90: 1.0321 91: 0.9932 92: 0.9876 93: 1.0007 94: 0.9155 95: 0.9892 96: 1.0263 97: 0.4907 98: 0.7532 99: 1.2866 100: 0.9258 101: 0.9255 102: 1.1425 103: 1.2852 104: 1.0099 105: 0.8527 106: 1.0074 107: 0.9824 108: 0.9973 109: 1.2330 110: 0.8653 111: 0.7505 112: 0.7391 113: 0.6219 114: 1.1148 115: 0.1093  0: 3.8893  1: 2.2242 40.) SelfConsistentStep 40.) Difference between steps: 0.02994 Missing doping : 0 : 0.0199005 1 : 0.0287815